Descriptive Information for Dyad Dataset
 
     The dataset c:/indiv.sav has been transformed from an individual to a dyad dataset called c:/dyad.csv.  The distinguishing variable is gender, and it has two levels, Wives (-1) and Husbands (1).  There are 5 dyads and 10 individuals, 5 Wives and 5 Husbands.  There are no missing data on any of the variables in the dataset.
 
     There are 6 variables, 1 between-dyad variable, 1 within-dyad variable, and 4 mixed variables.  The one between-dyad variable is betw, and the one within-dyad variable is gender.  The within-dyad variable of gender is a dichotomy and could be used as a distinguishing variable.  The descriptive statistics for the variables as individuals are contained in Table 1 and the descriptive and inferential statistics as dyads are contained in Table 2.
 
                       Table 1: Descriptive Statistics for Individuals (All Variables)
 
    Variable         Mean           sd      Minimum      Maximum Intraclass r
       self1        3.900        0.738        3.000        5.000        0.091
       self2        4.200        0.789        3.000        5.000       -0.333
       self3        4.400        0.699        3.000        5.000        0.200
       self4        4.700        0.483        4.000        5.000       -0.333
        betw       10.400        6.484        5.000       22.000        1.000
 
                  Table 2: Inferential and Descriptive Statistics for Dyads (Mixed Variables)
 
             Mean                         sd                                    
Variable    Wives Husbands        p    Wives Husbands        p        r        p
   self1    4.200    3.600     .208    0.837    0.548     .495     .218     .724
   self2    4.800    3.600     .004    0.447    0.548     .685     .612     .272
   self3    4.600    4.200     .374    0.548    0.837     .495     .218     .724
   self4    4.600    4.800     .621    0.548    0.447     .724    -.408     .495
All calculations are based on 5 cases.  Degrees of freedom for the test of mean difference are 4 and for the test of standard deviation difference and test of the correlation are 3.