09 May 2025   9:24:59.825 PM
 
normal_test():
  Fortran90 version;
  Test normal().
 
c8_normal_01_test():
  c8_normal_01() computes pseudorandom double precision
  complex values with Normal 01 circular distribution.

         1      0.88748765     -0.13053655
         2     -0.26307345     -1.63517466
         3     -0.13047685      0.16614817
         4      0.94990740     -0.10576026
         5     -0.22268434     -1.20918865
         6      0.56813340     -0.61113959
         7     -1.42525058      0.75971516
         8      0.86573671     -0.58725468
         9      0.40767504      2.00007351
        10     -0.05450370      0.02224952
 
c8vec_normal_01_test():
  c8vec_normal_01() computes a vector of Normal 01 values.
 
  Vector of Normal 01 values:
 
         1    -1.01230      0.955214    
         2   -0.250636     -0.803253    
         3    -1.03699      0.912673    
         4    -1.02875      0.927254    
         5   -0.456684     -0.778290    
         6   -0.631035     -0.714493    
         7    0.310500     -0.106117    
         8   -0.139596E-01 -0.763507    
         9     1.34675       1.49014    
        10    -1.20209      0.152432    

I4_NORMAL_AB_TEST
  I4_NORMAL_AB computes integer pseudonormal values 
  with mean MU and standard deviation SIGMA.

  MU =    70.0000    
  SIGMA =    10.0000    

         1        70
         2        58
         3        72
         4        64
         5        59
         6        80
         7        68
         8        57
         9        88
        10        79
 
R8_NORMAL_01_TEST
  R8_NORMAL_01 computes pseudonormal values 
  with mean 0.0 and standard deviation 1.0.
         1   -0.336945    
         2    0.432308    
         3    0.603392    
         4   -0.124047    
         5     1.08368    
         6   -0.609305    
         7    0.265680    
         8   -0.958619    
         9   -0.766906    
        10    0.856099E-01
 
R8_NORMAL_AB_TEST
  R8_NORMAL_AB computes pseudonormal values 
  with mean MU and standard deviation SIGMA.
 
  MU =    10.0000    
  SIGMA =    2.00000    
 
         1     10.45233990
         2      9.93842021
         3      8.58255928
         4      6.82555723
         5     10.39302205
         6      8.58509720
         7     10.47755278
         8      8.76843807
         9      9.30474410
        10      8.60648365
 
R8MAT_NORMAL_01_TEST
  R8MAT_NORMAL_01 returns a matrix of Normal 01 values.
 
  Matrix of Normal 01 values:
 
  Col          1             2             3             4      
  Row
 
    1:  0.831761     -0.332703E-01 -0.214273      0.110815    
    2: -0.185630      0.917024       1.30771     -0.691847    
    3: -0.647611      -1.36078       2.12309      -1.08781    
    4:  -2.10890      0.145334     -0.915958     -0.984318E-01
    5:  -1.91420     -0.188927     -0.293213E-01  0.511755    
 
R8MAT_NORMAL_AB_TEST
  R8MAT_NORMAL_AB returns a matrix of Normal AB values.
 
  MU =    100.000    
  SIGMA =    5.00000    
 
  Matrix of Normal AB values:
 
  Col          1             2             3             4      
  Row
 
    1:   101.687       105.910       100.134       102.806    
    2:   114.366       105.026       97.9119       98.6072    
    3:   101.121       95.8387       102.266       105.106    
    4:   99.1350       93.7188       103.710       100.678    
    5:   98.4347       101.040       102.755       96.6759    
 
r8vec_normal_01_test():
  r8vec_normal_01() computes a vector of Normal 01 values.
 
  Vector of Normal 01 values:
 
         1:  -0.46391983E-01
         2:   0.33804054    
         3:   -1.9579987    
         4:    1.0179569    
         5:  -0.47542988    
         6:  -0.13070588    
         7:   0.84708553    
         8:   -1.9316065    
         9:   0.19058636E-01
        10:   0.66785898    
 
R8VEC_NORMAL_AB_TEST
  R8VEC_NORMAL_AB computes a vector of Normal AB values.
 
  MU =    15.0000    
  SIGMA =   0.250000    
 
  Vector of Normal AB values:
 
         1:    14.663244    
         2:    14.899299    
         3:    15.035638    
         4:    14.544563    
         5:    14.762926    
         6:    14.912137    
         7:    14.831777    
         8:    14.886586    
         9:    14.822130    
        10:    15.197030    
 
normal_test():
  Normal end of execution.
 
09 May 2025   9:24:59.826 PM