I have a dataset containing 157 firms identified by a companyid variable, besides i have the stockprices of each individual company for a timeperiod of 156 weeks. I calculated the BHAR and now want to check whether the individual company bhar (bharpe1115) its mean is significantly different from the bhar of the benchmarks( bharsp600,). By performing t-tests i exactly know how to test if they differ by performing the following code : by week: ttest bharpe1115== bharsp600 . With the results as attachment; one can see that for every week whether the bhars differ.
However literature in this topic requires a non parametric test. Literature uses the wilcoxon mann whitney test. I however, dont know if it is possible to execute this on two different variables (so not by group!), maybe there is some user written program i should know about?
Code:
* Example generated by -dataex-. To install: ssc install dataex clear input int date double PricePE int(companyid week) double(SP600 SP500VALUE SP500EQUALWEIGHTED) float(bharpe1115 bharsp600 bharsp500value bharsp500equal) 19899 25.75 1 0 677.15 895.69 3106.84 1 1 1 1 19906 25.21 1 1 686.9300000000001 898.64 3128.73 .9790291 1.0144429 1.0032935 1.0070457 19913 25.75 1 2 676.23 898.91 3122.59 1 .9986414 1.003595 1.0050695 19920 26.560000000000002 1 3 663.36 904.5 3122.26 1.0314564 .9796352 1.009836 1.0049633 19927 24.04 1 4 666 904.51 3123.71 .9335923 .9835339 1.0098472 1.00543 19934 24.25 1 5 659.83 896.73 3099.79 .9417475 .9744222 1.0011611 .9977308 19941 25.29 1 6 649.48 873.84 3028.11 .982136 .9591376 .9756054 .9746591 19948 25.92 1 7 657.1800000000001 884.59 3069.9 1.0066019 .9705088 .9876073 .9881101 19955 27.87 1 8 665.6 898.9200000000001 3137.7200000000003 1.0823301 .9829432 1.0036062 1.0099393 19962 28.19 1 9 671.84 906.45 3154.41 1.0947573 .9921583 1.0120131 1.0153114 19969 27.98 1 10 672.48 908.34 3162.56 1.086602 .9931034 1.0141232 1.0179347 19976 26.080000000000002 1 11 667.03 902.52 3145.23 1.0128155 .985055 1.0076255 1.0123566 19983 27.080000000000002 1 12 661.91 907.95 3144.9900000000002 1.0516505 .9774939 1.0136877 1.0122794 19990 25.66 1 13 648.9300000000001 903.87 3121.7000000000003 .9965048 .9583253 1.0091326 1.004783 19997 25.01 1 14 626.61 880.46 3037.87 .9712622 .9253637 .9829963 .9778006 20004 26.150000000000002 1 15 632.33 889.84 3066.86 1.0155339 .9338108 .9934687 .9871316 20011 25.2 1 16 620.98 843.94 2912.69 .9786408 .9170494 .9422233 .9375089 20018 26.72 1 17 634.63 870.51 3022.8 1.0376699 .9372074 .9718876 .97295 20025 32.230000000000004 1 18 663.58 891.62 3109.05 1.2516505 .9799601 .995456 1.0007113 20032 34.45 1 19 677.22 910.44 3178.16 1.337864 1.0001034 1.0164678 1.0229558 20039 33.46 1 20 686.0600000000001 915.4200000000001 3203.15 1.2994175 1.0131581 1.0220277 1.0309993 20046 30.72 1 21 669.21 921.37 3215.9300000000003 1.1930097 .9882744 1.0286707 1.0351129 20053 31.16 1 22 686.48 929.37 3256.16 1.210097 1.0137783 1.0376023 1.0480617 20060 32.01 1 23 681.41 931.83 3258.6 1.243107 1.006291 1.0403488 1.0488471 20067 33.71 1 24 670.48 908.39 3180.77 1.3091263 .9901499 1.014179 1.0237958 20074 37.44 1 25 675.5600000000001 904.1700000000001 3176.04 1.4539806 .9976519 1.0094676 1.0222734 20081 36.79 1 26 695.08 938.13 3284.27 1.428738 1.0264786 1.0473825 1.0571095 20088 37.4 1 27 695.08 927.97 3251.04 1.452427 1.0264786 1.0360392 1.0464137 20095 36.69 1 28 675.27 908.41 3188.2000000000003 1.4248544 .9972237 1.0142013 1.0261874 20102 36.71 1 29 677.5 896.94 3161.06 1.425631 1.0005169 1.0013956 1.0174518 end format %tdnn/dd/CCYY date
0 Response to non parametric test with two variables?
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