rmrpp.res

来自「Bootstrap方法」· RES 代码 · 共 82 行

REAL DATA EXAMPLE (N = 15 AND R = 3)   1                                        
                      MULTI-RESPONSE PERMUTATION PROCEDURES                                           

         INPUT HAS   15 OBSERVATIONS
         THERE WERE   3 DIMENSION(S)
         IN:  2 GROUPS OF SIZES     8    7
         C(I) = n(I)/sum(n(I))
 
         GROUP NUMBER  1 OF SIZE    8 HAS AN AVERAGE DISTANCE =   1.4340297    
         GROUP NUMBER  2 OF SIZE    7 HAS AN AVERAGE DISTANCE =   .95730897    
 
         RANDOM NUMBER GENERATOR SEED =        23
         NUMBER OF SIMULATIONS =      1000
         1 (0) IMPLIES (NO) AVE. D.F. COMMENSURATION:        0
         DISTANCE EXPONENT =   1.0000000    
         UPPER DISTANCE BOUND =   100000.00    
         THE OBSERVED DELTA IS =   1.2115600    
         LOWER TAIL P-VALUE OF OBSERVED DELTA =   .00000000    
         UPPER TAIL P-VALUE OF OBSERVED DELTA =   1.0000000    
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REAL DATA EXAMPLE (N = 15 AND R = 3)   2                                        
                      MULTI-RESPONSE PERMUTATION PROCEDURES                                           

         INPUT HAS   15 OBSERVATIONS
         THERE WERE   3 DIMENSION(S)
         IN:  2 GROUPS OF SIZES     8    7
         C(I) = n(I)/sum(n(I))
 
         GROUP NUMBER  1 OF SIZE    8 HAS AN AVERAGE DISTANCE =   .89157657E-02
         GROUP NUMBER  2 OF SIZE    7 HAS AN AVERAGE DISTANCE =   .59434636E-02
 
         RANDOM NUMBER GENERATOR SEED =        23
         NUMBER OF SIMULATIONS =      1000
         1 (0) IMPLIES (NO) AVE. D.F. COMMENSURATION:        1
         DISTANCE EXPONENT =   1.0000000    
         UPPER DISTANCE BOUND =   100000.00    
         THE OBSERVED DELTA IS =   .75286914E-02
         LOWER TAIL P-VALUE OF OBSERVED DELTA =   .00000000    
         UPPER TAIL P-VALUE OF OBSERVED DELTA =   1.0000000    
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REAL DATA EXAMPLE (N = 15 AND R = 3)   3                                        
                      MULTI-RESPONSE PERMUTATION PROCEDURES                                           

         INPUT HAS   15 OBSERVATIONS
         THERE WERE   3 DIMENSION(S)
         IN:  2 GROUPS OF SIZES     8    7
         C(I) = n(I)/sum(n(I))
 
         GROUP NUMBER  1 OF SIZE    8 HAS AN AVERAGE DISTANCE =   5.5636146    
         GROUP NUMBER  2 OF SIZE    7 HAS AN AVERAGE DISTANCE =   4.9879208    
 
         RANDOM NUMBER GENERATOR SEED =        23
         NUMBER OF SIMULATIONS =      1000
         MRPP VERSION OF C(N,H) RANKS TEST                                               
         C(N,H) RANKS TEST EXPONENT H =    1.0000000    
         1 (0) IMPLIES (NO) AVE. D.F. COMMENSURATION:        0
         DISTANCE EXPONENT =   1.0000000    
         UPPER DISTANCE BOUND =   100000.00    
         THE OBSERVED DELTA IS =   5.2949575    
         LOWER TAIL P-VALUE OF OBSERVED DELTA =   .00000000    
         UPPER TAIL P-VALUE OF OBSERVED DELTA =   1.0000000    
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REAL DATA EXAMPLE (N = 15 AND R = 3)   4                                        
                      MULTIVARIATE HOTELLING-TYPE PERMUTATION TESTS                                   

         INPUT HAS   15 OBSERVATIONS
         THERE WERE   3 DIMENSION(S)
         IN:  2 GROUPS OF SIZES     8    7
         C(I) = n(I)/sum(n(I))
 
         GROUP NUMBER  1 OF SIZE    8 HAS AN AVERAGE DISTANCE =   .61061782    
         GROUP NUMBER  2 OF SIZE    7 HAS AN AVERAGE DISTANCE =   .35995237    
 
         RANDOM NUMBER GENERATOR SEED =        23
         NUMBER OF SIMULATIONS =      1000
         DISTANCE EXPONENT =   1.0000000    
         UPPER DISTANCE BOUND =   100000.00    
         THE OBSERVED DELTA IS =   .49364061    
         LOWER TAIL P-VALUE OF OBSERVED DELTA =   .00000000    
         UPPER TAIL P-VALUE OF OBSERVED DELTA =   1.0000000    
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