Mercurial > repos > guerler > springsuite
annotate planemo/lib/python3.7/site-packages/networkx/classes/reportviews.py @ 1:56ad4e20f292 draft
"planemo upload commit 6eee67778febed82ddd413c3ca40b3183a3898f1"
author | guerler |
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date | Fri, 31 Jul 2020 00:32:28 -0400 |
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1 # Copyright (C) 2004-2019 by |
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2 # Aric Hagberg <hagberg@lanl.gov> |
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3 # Dan Schult <dschult@colgate.edu> |
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4 # Pieter Swart <swart@lanl.gov> |
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5 # All rights reserved. |
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6 # BSD license. |
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7 # |
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8 # Authors: Aric Hagberg (hagberg@lanl.gov), |
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9 # Pieter Swart (swart@lanl.gov), |
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10 # Dan Schult(dschult@colgate.edu) |
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11 """ |
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12 View Classes provide node, edge and degree "views" of a graph. |
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13 |
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14 Views for nodes, edges and degree are provided for all base graph classes. |
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15 A view means a read-only object that is quick to create, automatically |
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16 updated when the graph changes, and provides basic access like `n in V`, |
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17 `for n in V`, `V[n]` and sometimes set operations. |
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18 |
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19 The views are read-only iterable containers that are updated as the |
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20 graph is updated. As with dicts, the graph should not be updated |
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21 while iterating through the view. Views can be iterated multiple times. |
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22 |
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23 Edge and Node views also allow data attribute lookup. |
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24 The resulting attribute dict is writable as `G.edges[3, 4]['color']='red'` |
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25 Degree views allow lookup of degree values for single nodes. |
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26 Weighted degree is supported with the `weight` argument. |
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27 |
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28 NodeView |
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29 ======== |
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30 |
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31 `V = G.nodes` (or `V = G.nodes()`) allows `len(V)`, `n in V`, set |
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32 operations e.g. "G.nodes & H.nodes", and `dd = G.nodes[n]`, where |
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33 `dd` is the node data dict. Iteration is over the nodes by default. |
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34 |
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35 NodeDataView |
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36 ============ |
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37 |
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38 To iterate over (node, data) pairs, use arguments to `G.nodes()` |
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39 to create a DataView e.g. `DV = G.nodes(data='color', default='red')`. |
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40 The DataView iterates as `for n, color in DV` and allows |
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41 `(n, 'red') in DV`. Using `DV = G.nodes(data=True)`, the DataViews |
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42 use the full datadict in writeable form also allowing contain testing as |
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43 `(n, {'color': 'red'}) in VD`. DataViews allow set operations when |
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44 data attributes are hashable. |
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45 |
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46 DegreeView |
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47 ========== |
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48 |
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49 `V = G.degree` allows iteration over (node, degree) pairs as well |
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50 as lookup: `deg=V[n]`. There are many flavors of DegreeView |
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51 for In/Out/Directed/Multi. For Directed Graphs, `G.degree` |
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52 counts both in and out going edges. `G.out_degree` and |
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53 `G.in_degree` count only specific directions. |
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54 Weighted degree using edge data attributes is provide via |
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55 `V = G.degree(weight='attr_name')` where any string with the |
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56 attribute name can be used. `weight=None` is the default. |
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57 No set operations are implemented for degrees, use NodeView. |
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58 |
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59 The argument `nbunch` restricts iteration to nodes in nbunch. |
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60 The DegreeView can still lookup any node even if nbunch is specified. |
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61 |
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62 EdgeView |
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63 ======== |
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64 |
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65 `V = G.edges` or `V = G.edges()` allows iteration over edges as well as |
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66 `e in V`, set operations and edge data lookup `dd = G.edges[2, 3]`. |
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67 Iteration is over 2-tuples `(u, v)` for Graph/DiGraph. For multigraphs |
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68 edges 3-tuples `(u, v, key)` are the default but 2-tuples can be obtained |
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69 via `V = G.edges(keys=False)`. |
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70 |
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71 Set operations for directed graphs treat the edges as a set of 2-tuples. |
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72 For undirected graphs, 2-tuples are not a unique representation of edges. |
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73 So long as the set being compared to contains unique representations |
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74 of its edges, the set operations will act as expected. If the other |
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75 set contains both `(0, 1)` and `(1, 0)` however, the result of set |
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76 operations may contain both representations of the same edge. |
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77 |
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78 EdgeDataView |
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79 ============ |
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80 |
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81 Edge data can be reported using an EdgeDataView typically created |
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82 by calling an EdgeView: `DV = G.edges(data='weight', default=1)`. |
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83 The EdgeDataView allows iteration over edge tuples, membership checking |
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84 but no set operations. |
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85 |
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86 Iteration depends on `data` and `default` and for multigraph `keys` |
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87 If `data is False` (the default) then iterate over 2-tuples `(u, v)`. |
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88 If `data is True` iterate over 3-tuples `(u, v, datadict)`. |
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89 Otherwise iterate over `(u, v, datadict.get(data, default))`. |
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90 For Multigraphs, if `keys is True`, replace `u, v` with `u, v, key` |
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91 to create 3-tuples and 4-tuples. |
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92 |
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93 The argument `nbunch` restricts edges to those incident to nodes in nbunch. |
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94 """ |
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95 from collections.abc import Mapping, Set, Iterable |
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96 import networkx as nx |
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97 |
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98 __all__ = ['NodeView', 'NodeDataView', |
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99 'EdgeView', 'OutEdgeView', 'InEdgeView', |
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100 'EdgeDataView', 'OutEdgeDataView', 'InEdgeDataView', |
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101 'MultiEdgeView', 'OutMultiEdgeView', 'InMultiEdgeView', |
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102 'MultiEdgeDataView', 'OutMultiEdgeDataView', 'InMultiEdgeDataView', |
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103 'DegreeView', 'DiDegreeView', 'InDegreeView', 'OutDegreeView', |
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104 'MultiDegreeView', 'DiMultiDegreeView', |
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105 'InMultiDegreeView', 'OutMultiDegreeView'] |
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106 |
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107 |
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108 # NodeViews |
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109 class NodeView(Mapping, Set): |
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110 """A NodeView class to act as G.nodes for a NetworkX Graph |
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111 |
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112 Set operations act on the nodes without considering data. |
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113 Iteration is over nodes. Node data can be looked up like a dict. |
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114 Use NodeDataView to iterate over node data or to specify a data |
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115 attribute for lookup. NodeDataView is created by calling the NodeView. |
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116 |
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117 Parameters |
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118 ---------- |
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119 graph : NetworkX graph-like class |
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120 |
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121 Examples |
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122 -------- |
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123 >>> G = nx.path_graph(3) |
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124 >>> NV = G.nodes() |
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125 >>> 2 in NV |
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126 True |
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127 >>> for n in NV: print(n) |
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128 0 |
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129 1 |
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130 2 |
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131 >>> assert(NV & {1, 2, 3} == {1, 2}) |
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132 |
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133 >>> G.add_node(2, color='blue') |
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134 >>> NV[2] |
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135 {'color': 'blue'} |
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136 >>> G.add_node(8, color='red') |
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137 >>> NDV = G.nodes(data=True) |
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138 >>> (2, NV[2]) in NDV |
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139 True |
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140 >>> for n, dd in NDV: print((n, dd.get('color', 'aqua'))) |
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141 (0, 'aqua') |
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142 (1, 'aqua') |
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143 (2, 'blue') |
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144 (8, 'red') |
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145 >>> NDV[2] == NV[2] |
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146 True |
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147 |
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148 >>> NVdata = G.nodes(data='color', default='aqua') |
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149 >>> (2, NVdata[2]) in NVdata |
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150 True |
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151 >>> for n, dd in NVdata: print((n, dd)) |
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152 (0, 'aqua') |
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153 (1, 'aqua') |
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154 (2, 'blue') |
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155 (8, 'red') |
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156 >>> NVdata[2] == NV[2] # NVdata gets 'color', NV gets datadict |
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157 False |
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158 """ |
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159 __slots__ = '_nodes', |
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160 |
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161 def __getstate__(self): |
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162 return {'_nodes': self._nodes} |
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163 |
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164 def __setstate__(self, state): |
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165 self._nodes = state['_nodes'] |
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166 |
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167 def __init__(self, graph): |
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168 self._nodes = graph._node |
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169 |
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170 # Mapping methods |
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171 def __len__(self): |
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172 return len(self._nodes) |
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173 |
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174 def __iter__(self): |
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175 return iter(self._nodes) |
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176 |
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177 def __getitem__(self, n): |
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178 return self._nodes[n] |
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179 |
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180 # Set methods |
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181 def __contains__(self, n): |
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182 return n in self._nodes |
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183 |
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184 @classmethod |
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185 def _from_iterable(cls, it): |
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186 return set(it) |
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187 |
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188 # DataView method |
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189 def __call__(self, data=False, default=None): |
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190 if data is False: |
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191 return self |
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192 return NodeDataView(self._nodes, data, default) |
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193 |
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194 def data(self, data=True, default=None): |
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195 if data is False: |
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196 return self |
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197 return NodeDataView(self._nodes, data, default) |
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198 |
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199 def __str__(self): |
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200 return str(list(self)) |
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201 |
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202 def __repr__(self): |
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203 return '%s(%r)' % (self.__class__.__name__, tuple(self)) |
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204 |
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205 |
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206 class NodeDataView(Set): |
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207 """A DataView class for nodes of a NetworkX Graph |
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208 |
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209 The main use for this class is to iterate through node-data pairs. |
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210 The data can be the entire data-dictionary for each node, or it |
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211 can be a specific attribute (with default) for each node. |
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212 Set operations are enabled with NodeDataView, but don't work in |
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213 cases where the data is not hashable. Use with caution. |
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214 Typically, set operations on nodes use NodeView, not NodeDataView. |
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215 That is, they use `G.nodes` instead of `G.nodes(data='foo')`. |
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216 |
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217 Parameters |
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218 ========== |
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219 graph : NetworkX graph-like class |
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220 data : bool or string (default=False) |
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221 default : object (default=None) |
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222 """ |
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223 __slots__ = ('_nodes', '_data', '_default') |
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224 |
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225 def __getstate__(self): |
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226 return {'_nodes': self._nodes, |
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227 '_data': self._data, |
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228 '_default': self._default} |
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229 |
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230 def __setstate__(self, state): |
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231 self._nodes = state['_nodes'] |
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232 self._data = state['_data'] |
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233 self._default = state['_default'] |
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234 |
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235 def __init__(self, nodedict, data=False, default=None): |
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236 self._nodes = nodedict |
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237 self._data = data |
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238 self._default = default |
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239 |
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240 @classmethod |
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241 def _from_iterable(cls, it): |
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242 try: |
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243 return set(it) |
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244 except TypeError as err: |
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245 if "unhashable" in str(err): |
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246 msg = " : Could be b/c data=True or your values are unhashable" |
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247 raise TypeError(str(err) + msg) |
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248 raise |
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249 |
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250 def __len__(self): |
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251 return len(self._nodes) |
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252 |
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253 def __iter__(self): |
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254 data = self._data |
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255 if data is False: |
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256 return iter(self._nodes) |
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257 if data is True: |
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258 return iter(self._nodes.items()) |
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259 return ((n, dd[data] if data in dd else self._default) |
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260 for n, dd in self._nodes.items()) |
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261 |
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262 def __contains__(self, n): |
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263 try: |
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264 node_in = n in self._nodes |
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265 except TypeError: |
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266 n, d = n |
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267 return n in self._nodes and self[n] == d |
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268 if node_in is True: |
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269 return node_in |
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270 try: |
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271 n, d = n |
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272 except (TypeError, ValueError): |
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273 return False |
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274 return n in self._nodes and self[n] == d |
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275 |
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276 def __getitem__(self, n): |
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277 ddict = self._nodes[n] |
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278 data = self._data |
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279 if data is False or data is True: |
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280 return ddict |
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281 return ddict[data] if data in ddict else self._default |
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282 |
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283 def __str__(self): |
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284 return str(list(self)) |
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285 |
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286 def __repr__(self): |
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287 if self._data is False: |
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288 return '%s(%r)' % (self.__class__.__name__, tuple(self)) |
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289 if self._data is True: |
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290 return '%s(%r)' % (self.__class__.__name__, dict(self)) |
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291 return '%s(%r, data=%r)' % \ |
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292 (self.__class__.__name__, dict(self), self._data) |
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293 |
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294 |
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295 # DegreeViews |
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296 class DiDegreeView(object): |
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297 """A View class for degree of nodes in a NetworkX Graph |
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298 |
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299 The functionality is like dict.items() with (node, degree) pairs. |
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300 Additional functionality includes read-only lookup of node degree, |
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301 and calling with optional features nbunch (for only a subset of nodes) |
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302 and weight (use edge weights to compute degree). |
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303 |
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304 Parameters |
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305 ========== |
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306 graph : NetworkX graph-like class |
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307 nbunch : node, container of nodes, or None meaning all nodes (default=None) |
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308 weight : bool or string (default=None) |
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309 |
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310 Notes |
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311 ----- |
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312 DegreeView can still lookup any node even if nbunch is specified. |
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313 |
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314 Examples |
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315 -------- |
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316 >>> G = nx.path_graph(3) |
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317 >>> DV = G.degree() |
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318 >>> assert(DV[2] == 1) |
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319 >>> assert(sum(deg for n, deg in DV) == 4) |
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320 |
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321 >>> DVweight = G.degree(weight="span") |
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322 >>> G.add_edge(1, 2, span=34) |
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323 >>> DVweight[2] |
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324 34 |
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325 >>> DVweight[0] # default edge weight is 1 |
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326 1 |
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327 >>> sum(span for n, span in DVweight) # sum weighted degrees |
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328 70 |
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329 |
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330 >>> DVnbunch = G.degree(nbunch=(1, 2)) |
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331 >>> assert(len(list(DVnbunch)) == 2) # iteration over nbunch only |
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332 """ |
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333 |
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334 def __init__(self, G, nbunch=None, weight=None): |
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335 self._graph = G |
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336 self._succ = G._succ if hasattr(G, "_succ") else G._adj |
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337 self._pred = G._pred if hasattr(G, "_pred") else G._adj |
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338 self._nodes = self._succ if nbunch is None \ |
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339 else list(G.nbunch_iter(nbunch)) |
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340 self._weight = weight |
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341 |
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342 def __call__(self, nbunch=None, weight=None): |
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343 if nbunch is None: |
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344 if weight == self._weight: |
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345 return self |
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346 return self.__class__(self._graph, None, weight) |
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347 try: |
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348 if nbunch in self._nodes: |
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349 if weight == self._weight: |
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350 return self[nbunch] |
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351 return self.__class__(self._graph, None, weight)[nbunch] |
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352 except TypeError: |
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353 pass |
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354 return self.__class__(self._graph, nbunch, weight) |
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355 |
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356 def __getitem__(self, n): |
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357 weight = self._weight |
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358 succs = self._succ[n] |
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359 preds = self._pred[n] |
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360 if weight is None: |
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361 return len(succs) + len(preds) |
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362 return sum(dd.get(weight, 1) for dd in succs.values()) + \ |
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363 sum(dd.get(weight, 1) for dd in preds.values()) |
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364 |
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365 def __iter__(self): |
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366 weight = self._weight |
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367 if weight is None: |
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368 for n in self._nodes: |
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369 succs = self._succ[n] |
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370 preds = self._pred[n] |
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371 yield (n, len(succs) + len(preds)) |
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372 else: |
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373 for n in self._nodes: |
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374 succs = self._succ[n] |
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375 preds = self._pred[n] |
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376 deg = sum(dd.get(weight, 1) for dd in succs.values()) \ |
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377 + sum(dd.get(weight, 1) for dd in preds.values()) |
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378 yield (n, deg) |
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379 |
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380 def __len__(self): |
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381 return len(self._nodes) |
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382 |
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383 def __str__(self): |
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384 return str(list(self)) |
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385 |
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386 def __repr__(self): |
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387 return '%s(%r)' % (self.__class__.__name__, dict(self)) |
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388 |
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389 |
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390 class DegreeView(DiDegreeView): |
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391 """A DegreeView class to act as G.degree for a NetworkX Graph |
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392 |
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393 Typical usage focuses on iteration over `(node, degree)` pairs. |
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394 The degree is by default the number of edges incident to the node. |
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395 Optional argument `weight` enables weighted degree using the edge |
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396 attribute named in the `weight` argument. Reporting and iteration |
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397 can also be restricted to a subset of nodes using `nbunch`. |
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398 |
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399 Additional functionality include node lookup so that `G.degree[n]` |
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400 reported the (possibly weighted) degree of node `n`. Calling the |
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401 view creates a view with different arguments `nbunch` or `weight`. |
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402 |
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403 Parameters |
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404 ========== |
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405 graph : NetworkX graph-like class |
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406 nbunch : node, container of nodes, or None meaning all nodes (default=None) |
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407 weight : string or None (default=None) |
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408 |
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409 Notes |
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410 ----- |
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411 DegreeView can still lookup any node even if nbunch is specified. |
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412 |
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413 Examples |
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414 -------- |
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415 >>> G = nx.path_graph(3) |
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416 >>> DV = G.degree() |
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417 >>> assert(DV[2] == 1) |
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418 >>> assert(G.degree[2] == 1) |
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419 >>> assert(sum(deg for n, deg in DV) == 4) |
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420 |
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421 >>> DVweight = G.degree(weight="span") |
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422 >>> G.add_edge(1, 2, span=34) |
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423 >>> DVweight[2] |
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424 34 |
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425 >>> DVweight[0] # default edge weight is 1 |
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426 1 |
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427 >>> sum(span for n, span in DVweight) # sum weighted degrees |
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428 70 |
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429 |
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430 >>> DVnbunch = G.degree(nbunch=(1, 2)) |
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431 >>> assert(len(list(DVnbunch)) == 2) # iteration over nbunch only |
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432 """ |
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433 |
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434 def __getitem__(self, n): |
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435 weight = self._weight |
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436 nbrs = self._succ[n] |
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437 if weight is None: |
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438 return len(nbrs) + (n in nbrs) |
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439 return sum(dd.get(weight, 1) for dd in nbrs.values()) + \ |
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440 (n in nbrs and nbrs[n].get(weight, 1)) |
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441 |
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442 def __iter__(self): |
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443 weight = self._weight |
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444 if weight is None: |
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445 for n in self._nodes: |
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446 nbrs = self._succ[n] |
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447 yield (n, len(nbrs) + (n in nbrs)) |
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448 else: |
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449 for n in self._nodes: |
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450 nbrs = self._succ[n] |
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451 deg = sum(dd.get(weight, 1) for dd in nbrs.values()) + \ |
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452 (n in nbrs and nbrs[n].get(weight, 1)) |
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453 yield (n, deg) |
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454 |
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455 |
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456 class OutDegreeView(DiDegreeView): |
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457 """A DegreeView class to report out_degree for a DiGraph; See DegreeView""" |
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458 |
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459 def __getitem__(self, n): |
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460 weight = self._weight |
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461 nbrs = self._succ[n] |
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462 if self._weight is None: |
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463 return len(nbrs) |
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464 return sum(dd.get(self._weight, 1) for dd in nbrs.values()) |
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465 |
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466 def __iter__(self): |
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467 weight = self._weight |
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468 if weight is None: |
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469 for n in self._nodes: |
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470 succs = self._succ[n] |
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471 yield (n, len(succs)) |
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472 else: |
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473 for n in self._nodes: |
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474 succs = self._succ[n] |
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475 deg = sum(dd.get(weight, 1) for dd in succs.values()) |
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476 yield (n, deg) |
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477 |
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478 |
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479 class InDegreeView(DiDegreeView): |
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480 """A DegreeView class to report in_degree for a DiGraph; See DegreeView""" |
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481 |
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482 def __getitem__(self, n): |
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483 weight = self._weight |
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484 nbrs = self._pred[n] |
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485 if weight is None: |
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486 return len(nbrs) |
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487 return sum(dd.get(weight, 1) for dd in nbrs.values()) |
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488 |
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489 def __iter__(self): |
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490 weight = self._weight |
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491 if weight is None: |
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492 for n in self._nodes: |
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493 preds = self._pred[n] |
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494 yield (n, len(preds)) |
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495 else: |
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496 for n in self._nodes: |
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497 preds = self._pred[n] |
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498 deg = sum(dd.get(weight, 1) for dd in preds.values()) |
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499 yield (n, deg) |
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500 |
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501 |
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502 class MultiDegreeView(DiDegreeView): |
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503 """A DegreeView class for undirected multigraphs; See DegreeView""" |
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504 |
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505 def __getitem__(self, n): |
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506 weight = self._weight |
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507 nbrs = self._succ[n] |
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508 if weight is None: |
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509 return sum(len(keys) for keys in nbrs.values()) + \ |
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510 (n in nbrs and len(nbrs[n])) |
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511 # edge weighted graph - degree is sum of nbr edge weights |
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512 deg = sum(d.get(weight, 1) for key_dict in nbrs.values() |
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513 for d in key_dict.values()) |
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514 if n in nbrs: |
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515 deg += sum(d.get(weight, 1) for d in nbrs[n].values()) |
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516 return deg |
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517 |
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518 def __iter__(self): |
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519 weight = self._weight |
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520 if weight is None: |
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521 for n in self._nodes: |
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522 nbrs = self._succ[n] |
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523 deg = sum(len(keys) for keys in nbrs.values()) + \ |
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524 (n in nbrs and len(nbrs[n])) |
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525 yield (n, deg) |
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526 else: |
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527 for n in self._nodes: |
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528 nbrs = self._succ[n] |
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529 deg = sum(d.get(weight, 1) for key_dict in nbrs.values() |
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530 for d in key_dict.values()) |
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531 if n in nbrs: |
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532 deg += sum(d.get(weight, 1) for d in nbrs[n].values()) |
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533 yield (n, deg) |
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534 |
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535 |
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536 class DiMultiDegreeView(DiDegreeView): |
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537 """A DegreeView class for MultiDiGraph; See DegreeView""" |
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538 |
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539 def __getitem__(self, n): |
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540 weight = self._weight |
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541 succs = self._succ[n] |
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542 preds = self._pred[n] |
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543 if weight is None: |
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544 return sum(len(keys) for keys in succs.values()) + \ |
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545 sum(len(keys) for keys in preds.values()) |
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546 # edge weighted graph - degree is sum of nbr edge weights |
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547 deg = sum(d.get(weight, 1) for key_dict in succs.values() |
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548 for d in key_dict.values()) + \ |
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549 sum(d.get(weight, 1) for key_dict in preds.values() |
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550 for d in key_dict.values()) |
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551 return deg |
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552 |
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553 def __iter__(self): |
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554 weight = self._weight |
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555 if weight is None: |
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556 for n in self._nodes: |
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557 succs = self._succ[n] |
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558 preds = self._pred[n] |
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559 deg = sum(len(keys) for keys in succs.values()) + \ |
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560 sum(len(keys) for keys in preds.values()) |
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561 yield (n, deg) |
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562 else: |
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563 for n in self._nodes: |
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564 succs = self._succ[n] |
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565 preds = self._pred[n] |
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566 deg = sum(d.get(weight, 1) for key_dict in succs.values() |
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567 for d in key_dict.values()) + \ |
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568 sum(d.get(weight, 1) for key_dict in preds.values() |
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569 for d in key_dict.values()) |
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570 yield (n, deg) |
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571 |
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572 |
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573 class InMultiDegreeView(DiDegreeView): |
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574 """A DegreeView class for inward degree of MultiDiGraph; See DegreeView""" |
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575 |
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576 def __getitem__(self, n): |
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577 weight = self._weight |
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578 nbrs = self._pred[n] |
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579 if weight is None: |
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580 return sum(len(data) for data in nbrs.values()) |
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581 # edge weighted graph - degree is sum of nbr edge weights |
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582 return sum(d.get(weight, 1) for key_dict in nbrs.values() |
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583 for d in key_dict.values()) |
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584 |
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585 def __iter__(self): |
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586 weight = self._weight |
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587 if weight is None: |
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588 for n in self._nodes: |
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589 nbrs = self._pred[n] |
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590 deg = sum(len(data) for data in nbrs.values()) |
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591 yield (n, deg) |
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592 else: |
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593 for n in self._nodes: |
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594 nbrs = self._pred[n] |
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595 deg = sum(d.get(weight, 1) for key_dict in nbrs.values() |
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596 for d in key_dict.values()) |
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597 yield (n, deg) |
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598 |
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599 |
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600 class OutMultiDegreeView(DiDegreeView): |
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601 """A DegreeView class for outward degree of MultiDiGraph; See DegreeView""" |
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602 |
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603 def __getitem__(self, n): |
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604 weight = self._weight |
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605 nbrs = self._succ[n] |
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606 if weight is None: |
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607 return sum(len(data) for data in nbrs.values()) |
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608 # edge weighted graph - degree is sum of nbr edge weights |
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609 return sum(d.get(weight, 1) for key_dict in nbrs.values() |
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610 for d in key_dict.values()) |
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611 |
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612 def __iter__(self): |
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613 weight = self._weight |
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614 if weight is None: |
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615 for n in self._nodes: |
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616 nbrs = self._succ[n] |
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617 deg = sum(len(data) for data in nbrs.values()) |
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618 yield (n, deg) |
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619 else: |
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620 for n in self._nodes: |
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621 nbrs = self._succ[n] |
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622 deg = sum(d.get(weight, 1) for key_dict in nbrs.values() |
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623 for d in key_dict.values()) |
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624 yield (n, deg) |
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625 |
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626 |
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627 # EdgeDataViews |
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628 class OutEdgeDataView(object): |
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629 """EdgeDataView for outward edges of DiGraph; See EdgeDataView""" |
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630 __slots__ = ('_viewer', '_nbunch', '_data', '_default', |
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631 '_adjdict', '_nodes_nbrs', '_report') |
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632 |
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633 def __getstate__(self): |
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634 return {'viewer': self._viewer, |
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635 'nbunch': self._nbunch, |
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636 'data': self._data, |
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637 'default': self._default} |
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638 |
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639 def __setstate__(self, state): |
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640 self.__init__(**state) |
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641 |
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642 def __init__(self, viewer, nbunch=None, data=False, default=None): |
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643 self._viewer = viewer |
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644 adjdict = self._adjdict = viewer._adjdict |
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645 if nbunch is None: |
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646 self._nodes_nbrs = adjdict.items |
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647 else: |
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648 nbunch = list(viewer._graph.nbunch_iter(nbunch)) |
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649 self._nodes_nbrs = lambda: [(n, adjdict[n]) for n in nbunch] |
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650 self._nbunch = nbunch |
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651 self._data = data |
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652 self._default = default |
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653 # Set _report based on data and default |
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654 if data is True: |
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655 self._report = lambda n, nbr, dd: (n, nbr, dd) |
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656 elif data is False: |
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657 self._report = lambda n, nbr, dd: (n, nbr) |
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658 else: # data is attribute name |
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659 self._report = lambda n, nbr, dd: \ |
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660 (n, nbr, dd[data]) if data in dd else (n, nbr, default) |
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661 |
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662 def __len__(self): |
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663 return sum(len(nbrs) for n, nbrs in self._nodes_nbrs()) |
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664 |
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665 def __iter__(self): |
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666 return (self._report(n, nbr, dd) for n, nbrs in self._nodes_nbrs() |
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667 for nbr, dd in nbrs.items()) |
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668 |
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669 def __contains__(self, e): |
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670 try: |
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671 u, v = e[:2] |
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672 ddict = self._adjdict[u][v] |
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673 except KeyError: |
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674 return False |
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675 return e == self._report(u, v, ddict) |
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676 |
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677 def __str__(self): |
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678 return str(list(self)) |
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679 |
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680 def __repr__(self): |
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681 return '%s(%r)' % (self.__class__.__name__, list(self)) |
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682 |
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683 |
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684 class EdgeDataView(OutEdgeDataView): |
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685 """A EdgeDataView class for edges of Graph |
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686 |
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687 This view is primarily used to iterate over the edges reporting |
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688 edges as node-tuples with edge data optionally reported. The |
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689 argument `nbunch` allows restriction to edges incident to nodes |
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690 in that container/singleton. The default (nbunch=None) |
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691 reports all edges. The arguments `data` and `default` control |
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692 what edge data is reported. The default `data is False` reports |
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693 only node-tuples for each edge. If `data is True` the entire edge |
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694 data dict is returned. Otherwise `data` is assumed to hold the name |
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695 of the edge attribute to report with default `default` if that |
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696 edge attribute is not present. |
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697 |
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698 Parameters |
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699 ---------- |
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700 nbunch : container of nodes, node or None (default None) |
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701 data : False, True or string (default False) |
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702 default : default value (default None) |
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703 |
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704 Examples |
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705 -------- |
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706 >>> G = nx.path_graph(3) |
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707 >>> G.add_edge(1, 2, foo='bar') |
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708 >>> list(G.edges(data='foo', default='biz')) |
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709 [(0, 1, 'biz'), (1, 2, 'bar')] |
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710 >>> assert((0, 1, 'biz') in G.edges(data='foo', default='biz')) |
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711 """ |
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712 __slots__ = () |
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713 |
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714 def __len__(self): |
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715 return sum(1 for e in self) |
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716 |
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717 def __iter__(self): |
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718 seen = {} |
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719 for n, nbrs in self._nodes_nbrs(): |
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720 for nbr, dd in nbrs.items(): |
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721 if nbr not in seen: |
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722 yield self._report(n, nbr, dd) |
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723 seen[n] = 1 |
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724 del seen |
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725 |
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726 def __contains__(self, e): |
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727 try: |
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728 u, v = e[:2] |
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729 ddict = self._adjdict[u][v] |
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730 except KeyError: |
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731 try: |
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732 ddict = self._adjdict[v][u] |
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733 except KeyError: |
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734 return False |
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735 return e == self._report(u, v, ddict) |
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736 |
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737 |
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738 class InEdgeDataView(OutEdgeDataView): |
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739 """An EdgeDataView class for outward edges of DiGraph; See EdgeDataView""" |
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740 __slots__ = () |
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741 |
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742 def __iter__(self): |
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743 return (self._report(nbr, n, dd) for n, nbrs in self._nodes_nbrs() |
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744 for nbr, dd in nbrs.items()) |
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745 |
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746 def __contains__(self, e): |
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747 try: |
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748 u, v = e[:2] |
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749 ddict = self._adjdict[v][u] |
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750 except KeyError: |
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751 return False |
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752 return e == self._report(u, v, ddict) |
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753 |
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754 |
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755 class OutMultiEdgeDataView(OutEdgeDataView): |
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756 """An EdgeDataView for outward edges of MultiDiGraph; See EdgeDataView""" |
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757 __slots__ = ('keys',) |
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758 |
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759 def __getstate__(self): |
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760 return {'viewer': self._viewer, |
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761 'nbunch': self._nbunch, |
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762 'keys': self.keys, |
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763 'data': self._data, |
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764 'default': self._default} |
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765 |
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766 def __setstate__(self, state): |
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767 self.__init__(**state) |
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768 |
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769 def __init__(self, viewer, nbunch=None, |
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770 data=False, keys=False, default=None): |
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771 self._viewer = viewer |
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772 adjdict = self._adjdict = viewer._adjdict |
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773 self.keys = keys |
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774 if nbunch is None: |
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775 self._nodes_nbrs = adjdict.items |
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776 else: |
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777 nbunch = list(viewer._graph.nbunch_iter(nbunch)) |
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778 self._nodes_nbrs = lambda: [(n, adjdict[n]) for n in nbunch] |
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779 self._nbunch = nbunch |
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780 self._data = data |
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781 self._default = default |
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782 # Set _report based on data and default |
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783 if data is True: |
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784 if keys is True: |
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785 self._report = lambda n, nbr, k, dd: (n, nbr, k, dd) |
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786 else: |
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787 self._report = lambda n, nbr, k, dd: (n, nbr, dd) |
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788 elif data is False: |
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789 if keys is True: |
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790 self._report = lambda n, nbr, k, dd: (n, nbr, k) |
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791 else: |
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792 self._report = lambda n, nbr, k, dd: (n, nbr) |
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793 else: # data is attribute name |
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794 if keys is True: |
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795 self._report = lambda n, nbr, k, dd: (n, nbr, k, dd[data]) \ |
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796 if data in dd else (n, nbr, k, default) |
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797 else: |
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798 self._report = lambda n, nbr, k, dd: (n, nbr, dd[data]) \ |
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799 if data in dd else (n, nbr, default) |
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800 |
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801 def __len__(self): |
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802 return sum(1 for e in self) |
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803 |
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804 def __iter__(self): |
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805 return (self._report(n, nbr, k, dd) for n, nbrs in self._nodes_nbrs() |
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806 for nbr, kd in nbrs.items() for k, dd in kd.items()) |
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807 |
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808 def __contains__(self, e): |
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809 u, v = e[:2] |
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810 try: |
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811 kdict = self._adjdict[u][v] |
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812 except KeyError: |
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813 return False |
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814 if self.keys is True: |
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815 k = e[2] |
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816 try: |
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817 dd = kdict[k] |
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818 except KeyError: |
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819 return False |
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820 return e == self._report(u, v, k, dd) |
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821 for k, dd in kdict.items(): |
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822 if e == self._report(u, v, k, dd): |
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823 return True |
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824 return False |
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825 |
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826 |
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827 class MultiEdgeDataView(OutMultiEdgeDataView): |
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828 """An EdgeDataView class for edges of MultiGraph; See EdgeDataView""" |
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829 __slots__ = () |
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830 |
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831 def __iter__(self): |
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832 seen = {} |
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833 for n, nbrs in self._nodes_nbrs(): |
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834 for nbr, kd in nbrs.items(): |
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835 if nbr not in seen: |
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836 for k, dd in kd.items(): |
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837 yield self._report(n, nbr, k, dd) |
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838 seen[n] = 1 |
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839 del seen |
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840 |
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841 def __contains__(self, e): |
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842 u, v = e[:2] |
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843 try: |
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844 kdict = self._adjdict[u][v] |
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845 except KeyError: |
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846 try: |
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847 kdict = self._adjdict[v][u] |
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848 except KeyError: |
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849 return False |
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850 if self.keys is True: |
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851 k = e[2] |
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852 try: |
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853 dd = kdict[k] |
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854 except KeyError: |
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855 return False |
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856 return e == self._report(u, v, k, dd) |
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857 for k, dd in kdict.items(): |
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858 if e == self._report(u, v, k, dd): |
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859 return True |
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860 return False |
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861 |
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862 |
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863 class InMultiEdgeDataView(OutMultiEdgeDataView): |
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864 """An EdgeDataView for inward edges of MultiDiGraph; See EdgeDataView""" |
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865 __slots__ = () |
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866 |
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867 def __iter__(self): |
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868 return (self._report(nbr, n, k, dd) for n, nbrs in self._nodes_nbrs() |
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869 for nbr, kd in nbrs.items() for k, dd in kd.items()) |
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870 |
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871 def __contains__(self, e): |
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872 u, v = e[:2] |
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873 try: |
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874 kdict = self._adjdict[v][u] |
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875 except KeyError: |
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876 return False |
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877 if self.keys is True: |
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878 k = e[2] |
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879 dd = kdict[k] |
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880 return e == self._report(u, v, k, dd) |
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881 for k, dd in kdict.items(): |
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882 if e == self._report(u, v, k, dd): |
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883 return True |
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884 return False |
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885 |
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886 |
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887 # EdgeViews have set operations and no data reported |
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888 class OutEdgeView(Set, Mapping): |
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889 """A EdgeView class for outward edges of a DiGraph""" |
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890 __slots__ = ('_adjdict', '_graph', '_nodes_nbrs') |
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891 |
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892 def __getstate__(self): |
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893 return {'_graph': self._graph} |
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894 |
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895 def __setstate__(self, state): |
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896 self._graph = G = state['_graph'] |
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897 self._adjdict = G._succ if hasattr(G, "succ") else G._adj |
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898 self._nodes_nbrs = self._adjdict.items |
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899 |
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900 @classmethod |
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901 def _from_iterable(cls, it): |
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902 return set(it) |
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903 |
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904 dataview = OutEdgeDataView |
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905 |
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906 def __init__(self, G): |
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907 self._graph = G |
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908 self._adjdict = G._succ if hasattr(G, "succ") else G._adj |
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909 self._nodes_nbrs = self._adjdict.items |
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910 |
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911 # Set methods |
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912 def __len__(self): |
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913 return sum(len(nbrs) for n, nbrs in self._nodes_nbrs()) |
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914 |
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915 def __iter__(self): |
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916 for n, nbrs in self._nodes_nbrs(): |
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917 for nbr in nbrs: |
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918 yield (n, nbr) |
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919 |
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920 def __contains__(self, e): |
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921 try: |
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922 u, v = e |
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923 return v in self._adjdict[u] |
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924 except KeyError: |
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925 return False |
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926 |
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927 # Mapping Methods |
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928 def __getitem__(self, e): |
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929 u, v = e |
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930 return self._adjdict[u][v] |
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931 |
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932 # EdgeDataView methods |
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933 def __call__(self, nbunch=None, data=False, default=None): |
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934 if nbunch is None and data is False: |
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935 return self |
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936 return self.dataview(self, nbunch, data, default) |
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937 |
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938 def data(self, data=True, default=None, nbunch=None): |
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939 if nbunch is None and data is False: |
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940 return self |
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941 return self.dataview(self, nbunch, data, default) |
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942 |
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943 # String Methods |
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944 def __str__(self): |
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945 return str(list(self)) |
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946 |
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947 def __repr__(self): |
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948 return "{0.__class__.__name__}({1!r})".format(self, list(self)) |
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949 |
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950 |
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951 class EdgeView(OutEdgeView): |
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952 """A EdgeView class for edges of a Graph |
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953 |
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954 This densely packed View allows iteration over edges, data lookup |
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955 like a dict and set operations on edges represented by node-tuples. |
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956 In addition, edge data can be controlled by calling this object |
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957 possibly creating an EdgeDataView. Typically edges are iterated over |
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958 and reported as `(u, v)` node tuples or `(u, v, key)` node/key tuples |
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959 for multigraphs. Those edge representations can also be using to |
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960 lookup the data dict for any edge. Set operations also are available |
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961 where those tuples are the elements of the set. |
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962 Calling this object with optional arguments `data`, `default` and `keys` |
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963 controls the form of the tuple (see EdgeDataView). Optional argument |
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964 `nbunch` allows restriction to edges only involving certain nodes. |
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965 |
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966 If `data is False` (the default) then iterate over 2-tuples `(u, v)`. |
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967 If `data is True` iterate over 3-tuples `(u, v, datadict)`. |
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968 Otherwise iterate over `(u, v, datadict.get(data, default))`. |
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969 For Multigraphs, if `keys is True`, replace `u, v` with `u, v, key` above. |
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970 |
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971 Parameters |
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972 ========== |
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973 graph : NetworkX graph-like class |
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974 nbunch : (default= all nodes in graph) only report edges with these nodes |
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975 keys : (only for MultiGraph. default=False) report edge key in tuple |
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976 data : bool or string (default=False) see above |
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977 default : object (default=None) |
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978 |
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979 Examples |
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980 ======== |
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981 >>> G = nx.path_graph(4) |
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982 >>> EV = G.edges() |
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983 >>> (2, 3) in EV |
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984 True |
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985 >>> for u, v in EV: print((u, v)) |
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986 (0, 1) |
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987 (1, 2) |
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988 (2, 3) |
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989 >>> assert(EV & {(1, 2), (3, 4)} == {(1, 2)}) |
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990 |
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991 >>> EVdata = G.edges(data='color', default='aqua') |
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992 >>> G.add_edge(2, 3, color='blue') |
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993 >>> assert((2, 3, 'blue') in EVdata) |
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994 >>> for u, v, c in EVdata: print("({}, {}) has color: {}".format(u, v, c)) |
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995 (0, 1) has color: aqua |
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996 (1, 2) has color: aqua |
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997 (2, 3) has color: blue |
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998 |
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999 >>> EVnbunch = G.edges(nbunch=2) |
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1000 >>> assert((2, 3) in EVnbunch) |
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1001 >>> assert((0, 1) in EVnbunch) # nbunch is ignored in __contains__ |
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1002 >>> for u, v in EVnbunch: assert(u == 2 or v == 2) |
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1003 |
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1004 >>> MG = nx.path_graph(4, create_using=nx.MultiGraph) |
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1005 >>> EVmulti = MG.edges(keys=True) |
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1006 >>> (2, 3, 0) in EVmulti |
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1007 True |
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1008 >>> (2, 3) in EVmulti # 2-tuples work even when keys is True |
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1009 True |
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1010 >>> key = MG.add_edge(2, 3) |
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1011 >>> for u, v, k in EVmulti: print((u, v, k)) |
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1012 (0, 1, 0) |
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1013 (1, 2, 0) |
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1014 (2, 3, 0) |
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1015 (2, 3, 1) |
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1016 """ |
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1017 __slots__ = () |
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1018 |
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1019 dataview = EdgeDataView |
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1020 |
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1021 def __len__(self): |
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1022 num_nbrs = (len(nbrs) + (n in nbrs) for n, nbrs in self._nodes_nbrs()) |
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1023 return sum(num_nbrs) // 2 |
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1024 |
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1025 def __iter__(self): |
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1026 seen = {} |
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1027 for n, nbrs in self._nodes_nbrs(): |
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1028 for nbr in list(nbrs): |
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1029 if nbr not in seen: |
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1030 yield (n, nbr) |
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1031 seen[n] = 1 |
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1032 del seen |
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1033 |
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1034 def __contains__(self, e): |
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1035 try: |
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1036 u, v = e[:2] |
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1037 return v in self._adjdict[u] or u in self._adjdict[v] |
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1038 except (KeyError, ValueError): |
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1039 return False |
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1040 |
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1041 |
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1042 class InEdgeView(OutEdgeView): |
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1043 """A EdgeView class for inward edges of a DiGraph""" |
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1044 __slots__ = () |
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1045 |
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1046 def __setstate__(self, state): |
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1047 self._graph = G = state['_graph'] |
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1048 self._adjdict = G._pred if hasattr(G, "pred") else G._adj |
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1049 self._nodes_nbrs = self._adjdict.items |
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1050 |
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1051 dataview = InEdgeDataView |
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1052 |
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1053 def __init__(self, G): |
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1054 self._graph = G |
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1055 self._adjdict = G._pred if hasattr(G, "pred") else G._adj |
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1056 self._nodes_nbrs = self._adjdict.items |
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1057 |
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1058 def __iter__(self): |
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1059 for n, nbrs in self._nodes_nbrs(): |
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1060 for nbr in nbrs: |
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1061 yield (nbr, n) |
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1062 |
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1063 def __contains__(self, e): |
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1064 try: |
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1065 u, v = e |
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1066 return u in self._adjdict[v] |
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1067 except KeyError: |
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1068 return False |
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1069 |
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1070 def __getitem__(self, e): |
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1071 u, v = e |
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1072 return self._adjdict[v][u] |
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1073 |
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1074 |
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1075 class OutMultiEdgeView(OutEdgeView): |
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1076 """A EdgeView class for outward edges of a MultiDiGraph""" |
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1077 __slots__ = () |
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1078 |
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1079 dataview = OutMultiEdgeDataView |
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1080 |
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1081 def __len__(self): |
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1082 return sum(len(kdict) for n, nbrs in self._nodes_nbrs() |
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1083 for nbr, kdict in nbrs.items()) |
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1084 |
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1085 def __iter__(self): |
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1086 for n, nbrs in self._nodes_nbrs(): |
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1087 for nbr, kdict in nbrs.items(): |
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1088 for key in kdict: |
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1089 yield (n, nbr, key) |
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1090 |
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1091 def __contains__(self, e): |
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1092 N = len(e) |
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1093 if N == 3: |
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1094 u, v, k = e |
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1095 elif N == 2: |
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1096 u, v = e |
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1097 k = 0 |
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1098 else: |
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1099 raise ValueError("MultiEdge must have length 2 or 3") |
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1100 try: |
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1101 return k in self._adjdict[u][v] |
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1102 except KeyError: |
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1103 return False |
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1104 |
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1105 def __getitem__(self, e): |
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1106 u, v, k = e |
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1107 return self._adjdict[u][v][k] |
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1108 |
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1109 def __call__(self, nbunch=None, data=False, keys=False, default=None): |
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1110 if nbunch is None and data is False and keys is True: |
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1111 return self |
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1112 return self.dataview(self, nbunch, data, keys, default) |
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1113 |
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1114 def data(self, data=True, keys=False, default=None, nbunch=None): |
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1115 if nbunch is None and data is False and keys is True: |
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1116 return self |
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1117 return self.dataview(self, nbunch, data, keys, default) |
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1118 |
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1119 |
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1120 class MultiEdgeView(OutMultiEdgeView): |
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1121 """A EdgeView class for edges of a MultiGraph""" |
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1122 __slots__ = () |
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1123 |
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1124 dataview = MultiEdgeDataView |
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1125 |
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1126 def __len__(self): |
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1127 return sum(1 for e in self) |
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1128 |
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1129 def __iter__(self): |
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1130 seen = {} |
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1131 for n, nbrs in self._nodes_nbrs(): |
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1132 for nbr, kd in nbrs.items(): |
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1133 if nbr not in seen: |
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1134 for k, dd in kd.items(): |
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1135 yield (n, nbr, k) |
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1136 seen[n] = 1 |
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1137 del seen |
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1138 |
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1139 |
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1140 class InMultiEdgeView(OutMultiEdgeView): |
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1141 """A EdgeView class for inward edges of a MultiDiGraph""" |
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1142 __slots__ = () |
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1143 |
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1144 def __setstate__(self, state): |
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1145 self._graph = G = state['_graph'] |
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1146 self._adjdict = G._pred if hasattr(G, "pred") else G._adj |
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1147 self._nodes_nbrs = self._adjdict.items |
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1148 |
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1149 dataview = InMultiEdgeDataView |
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1150 |
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1151 def __init__(self, G): |
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1152 self._graph = G |
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1153 self._adjdict = G._pred if hasattr(G, "pred") else G._adj |
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1154 self._nodes_nbrs = self._adjdict.items |
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1155 |
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1156 def __iter__(self): |
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1157 for n, nbrs in self._nodes_nbrs(): |
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1158 for nbr, kdict in nbrs.items(): |
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1159 for key in kdict: |
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1160 yield (nbr, n, key) |
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1161 |
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1162 def __contains__(self, e): |
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1163 N = len(e) |
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1164 if N == 3: |
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1165 u, v, k = e |
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1166 elif N == 2: |
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1167 u, v = e |
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1168 k = 0 |
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1169 else: |
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1170 raise ValueError("MultiEdge must have length 2 or 3") |
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1171 try: |
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1172 return k in self._adjdict[v][u] |
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1173 except KeyError: |
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1174 return False |
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1175 |
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1176 def __getitem__(self, e): |
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1177 u, v, k = e |
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1178 return self._adjdict[v][u][k] |