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view tools/regVariation/t_test_two_samples.xml @ 0:9071e359b9a3
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author | xuebing |
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date | Fri, 09 Mar 2012 19:37:19 -0500 |
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<tool id="t_test_two_samples" name="T Test for Two Samples" version="1.0.0"> <description></description> <command interpreter="perl"> t_test_two_samples.pl $inputFile1 $inputFile2 $inputTestSidedness3 $inputStandardDeviationEquality4 $outputFile1 </command> <inputs> <param format="tabular" name="inputFile1" type="data" label="Select the first sample tabular file"/> <param format="tabular" name="inputFile2" type="data" label="Select the second sample tabular file"/> <param name="inputTestSidedness3" type="select" label="Choose the test sidedness:"> <option value="two-sided">Two-sided</option> <option value="one-sided:_m1_less_than_m2">One-sided: m1 less than m2</option> <option value="one-sided:_m1_greater_than_m2">One-sided: m1 greater than m2</option> </param> <param name="inputStandardDeviationEquality4" type="select" label="Choose the standard deviation equality status of the two populations:"> <option value="equal">Equal</option> <option value="unequal">Unequal</option> </param> </inputs> <outputs> <data format="text" name="outputFile1"/> </outputs> <tests> <test> <param name="inputFile1" value="sample1.tabular" ftype="tabular" /> <param name="inputFile2" value="sample2.tabular" ftype="tabular" /> <param name="inputTestSidedness3" value="Two-sided" /> <param name="inputStandardDeviationEquality4" value="Equal" /> <output name="outputFile1" file="t_test_result1.text" /> </test> <test> <param name="inputFile1" value="sample1.tabular" ftype="tabular" /> <param name="inputFile2" value="sample2.tabular" ftype="tabular" /> <param name="inputTestSidedness3" value="Two-sided" /> <param name="inputStandardDeviationEquality4" value="Unequal" /> <output name="outputFile1" file="t_test_result2.text" /> </test> <test> <param name="inputFile1" value="sample1.tabular" ftype="tabular" /> <param name="inputFile2" value="sample2.tabular" ftype="tabular" /> <param name="inputTestSidedness3" value="One-sided: m1 less than m2" /> <param name="inputStandardDeviationEquality4" value="Equal" /> <output name="outputFile1" file="t_test_result3.text" /> </test> <test> <param name="inputFile1" value="sample1.tabular" ftype="tabular" /> <param name="inputFile2" value="sample2.tabular" ftype="tabular" /> <param name="inputTestSidedness3" value="One-sided: m1 less than m2" /> <param name="inputStandardDeviationEquality4" value="Unequal" /> <output name="outputFile1" file="t_test_result4.text" /> </test> <test> <param name="inputFile1" value="sample1.tabular" ftype="tabular" /> <param name="inputFile2" value="sample2.tabular" ftype="tabular"/> <param name="inputTestSidedness3" value="One-sided: m1 greater than m2" /> <param name="inputStandardDeviationEquality4" value="Equal" /> <output name="outputFile1" file="t_test_result5.text" /> </test> <test> <param name="inputFile1" value="sample1.tabular" ftype="tabular" /> <param name="inputFile2" value="sample2.tabular" ftype="tabular" /> <param name="inputTestSidedness3" value="One-sided: m1 greater than m2" /> <param name="inputStandardDeviationEquality4" value="Unequal" /> <output name="outputFile1" file="t_test_result6.text" /> </test> </tests> <help> .. class:: infomark **What it does** This program implements the non-pooled t-test for two samples where the alternative hypothesis is two-sided or one-sided. The program takes four inputs: - The first input file is a TABULAR format file representing the first sample and consisting of one column only. - The second input file is a TABULAR format file representing the first sample and consisting of one column only. - The third input is the sidedness of the t-test: either two-sided or, one-sided with m1 less than m2 or, one-sided with m1 greater than m2. - The fourth input is the equality status of the standard deviations of both populations. - The output file is a TXT file representing the result of the two-sample t-test. **Example** Let us have the first input file representing the first sample as follows:: 5 4 8 6 7 2 1 1 0 6 4 5 7 5 3 2 5 8 7 6 4 And the second input file representing the second sample as follows:: 2 3 5 1 2 7 5 4 3 2 7 6 0 8 4 6 9 2 4 5 6 Runnig the program and choosing "Two-sided" and "Equal" as parameters will give the following output:: Two Sample t-test data: sample1 and sample2 t = -0.3247, df = 40, p-value = 0.7471 alternative hypothesis: true difference in means is not equal to 0 95 percent confidence interval: -1.720030 1.243839 sample estimates: mean of x mean of y 4.333333 4.571429 </help> </tool>