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st: Re: Superimposing graphs


From   "George M Hoffman" <ghoffman@mcw.edu>
To   <statalist@hsphsun2.harvard.edu>
Subject   st: Re: Superimposing graphs
Date   Thu, 10 Feb 2005 14:38:00 -0600

is there a non-parametric version of -oneway, tab-?

it would look like:

nponeway Y X,tab

            |         Summary of Y
          X |   Median   IQR       Freq.
------------+------------------------------------
          0 |   62        14       527
          1 |   64        8        446
------------+------------------------------------
      Total |   63        9         973


Test: Equality of populations (Kruskal-Wallis test)

  +------------------------+
  |  X   | Obs |  Rank Sum |
  |------+-----+-----------|
  |    0 | 527 | 242187.00 |
  |    1 | 446 | 231664.00 |
  +------------------------+

chi-squared =    10.963 with 1 d.f.
probability =     0.0009

chi-squared with ties =    10.976 with 1 d.f.
probability =     0.0009
------------------



instead of
--------------------
 oneway Y X,tab

            |         Summary of Y
          X |        Mean   Std. Dev.       Freq.
------------+------------------------------------
          0 |    62.26945   11.296197         527
          1 |   64.325112   7.2799337         446
------------+------------------------------------
      Total |   63.211716     9.71425         973

                        Analysis of Variance
    Source              SS         df      MS            F     Prob > F
------------------------------------------------------------------------
Between groups      1020.78955      1   1020.78955     10.93     0.0010
 Within groups      90703.5969    971   93.4125612
------------------------------------------------------------------------
    Total           91724.3864    972   94.3666527

Bartlett's test for equal variances:  chi2(1) =  88.0638  Prob>chi2 = 0.000

------------------
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