19 March 2018 2:10:03.778 PM NORMAL_TEST FORTRAN90 version; Test the NORMAL library. C4_NORMAL_01_TEST C4_NORMAL_01 computes pseudorandom complex values with a Normal 01 circular distribution. SEED = 123456789 1 1.67904043 -0.47276828 2 -0.56605971 -0.23112422 3 1.21293426 0.53503716 4 1.26938057 1.04954267 5 -1.66608632 -1.86522818 6 -2.24246383 0.73580933 7 0.03967521 -1.35073555 8 0.67306828 0.00777484 9 -0.27512738 0.37494034 10 2.16400480 0.18559982 C8_NORMAL_01_TEST C8_NORMAL_01 computes pseudorandom double precision complex values with Normal 01 circular distribution. SEED = 123456789 1 1.67904026 -0.47276880 2 -0.56605981 -0.23112413 3 1.21293422 0.53503714 4 1.26938063 1.04954267 5 -1.66608667 -1.86522772 6 -2.24246404 0.73580928 7 0.03967492 -1.35073558 8 0.67306820 0.00777484 9 -0.27512735 0.37494027 10 2.16400479 0.18559983 I4_NORMAL_AB_TEST I4_NORMAL_AB computes integer pseudonormal values with mean MU and standard deviation SIGMA. MU = 70.0000 SIGMA = 10.0000 SEED = 123456789 1 87 2 64 3 82 4 83 5 53 6 48 7 70 8 77 9 67 10 92 R4_NORMAL_01_TEST R4_NORMAL_01 computes normal pseudorandom values with mean 0.0 and standard deviation 1.0. SEED = 123456789 1 1.67904043 2 -0.56605971 3 1.21293426 4 1.26938057 5 -1.66608632 6 -2.24246383 7 0.03967521 8 0.67306828 9 -0.27512738 10 2.16400480 R4_NORMAL_AB_TEST R4_NORMAL_AB computes real pseudonormal values with mean MU and standard deviation SIGMA. MU = 10.0000 SIGMA = 2.00000 SEED = 123456789 1 13.35808086 2 8.86788082 3 12.42586899 4 12.53876114 5 6.66782761 6 5.51507235 7 10.07935047 8 11.34613609 9 9.44974518 10 14.32800961 R4_UNIFORM_01_TEST R4_UNIFORM_01 samples a uniform random distribution in [0,1]. SEED = 123456789 1 0.218418 2 0.956318 3 0.829509 4 0.561695 5 0.415307 6 0.661187E-01 7 0.257578 8 0.109957 9 0.438290E-01 10 0.633966 R8_NORMAL_01_TEST R8_NORMAL_01 computes pseudonormal values with mean 0.0 and standard deviation 1.0. SEED = 123456789 1 1.67904 2 -0.566060 3 1.21293 4 1.26938 5 -1.66609 6 -2.24246 7 0.396749E-01 8 0.673068 9 -0.275127 10 2.16400 R8_NORMAL_AB_TEST R8_NORMAL_AB computes pseudonormal values with mean MU and standard deviation SIGMA. MU = 10.0000 SIGMA = 2.00000 SEED = 123456789 1 13.35808051 2 8.86788038 3 12.42586843 4 12.53876126 5 6.66782665 6 5.51507192 7 10.07934984 8 11.34613639 9 9.44974530 10 14.32800958 R8_UNIFORM_01_TEST R8_UNIFORM_01 samples a uniform random distribution in [0,1]. SEED = 123456789 1 0.218418 2 0.956318 3 0.829509 4 0.561695 5 0.415307 6 0.661187E-01 7 0.257578 8 0.109957 9 0.438290E-01 10 0.633966 R8MAT_NORMAL_01_TEST R8MAT_NORMAL_01 returns a matrix of Normal 01 values. SEED = 123456789 Matrix of Normal 01 values: Col 1 2 3 4 Row 1: 1.67904 0.535037 -2.24246 0.777484E-02 2: -0.472769 1.26938 0.735809 -0.275127 3: -0.566060 1.04954 0.396749E-01 0.374940 4: -0.231124 -1.66609 -1.35074 2.16400 5: 1.21293 -1.86523 0.673068 0.185600 R8MAT_NORMAL_AB_TEST R8MAT_NORMAL_AB returns a matrix of Normal AB values. MU = 100.000 SIGMA = 5.00000 SEED = 123456789 Matrix of Normal AB values: Col 1 2 3 4 Row 1: 108.395 102.675 88.7877 100.039 2: 97.6362 106.347 103.679 98.6244 3: 97.1697 105.248 100.198 101.875 4: 98.8444 91.6696 93.2463 110.820 5: 106.065 90.6739 103.365 100.928 R8VEC_NORMAL_01_TEST R8VEC_NORMAL_01 computes a vector of Normal 01 values. SEED = 123456789 Vector of Normal 01 values: 1: 1.6790403 2: -0.47276880 3: -0.56605981 4: -0.23112413 5: 1.2129342 6: 0.53503714 7: 1.2693806 8: 1.0495427 9: -1.6660867 10: -1.8652277 R8VEC_NORMAL_AB_TEST R8VEC_NORMAL_AB computes a vector of Normal AB values. MU = 15.0000 SIGMA = 0.250000 SEED = 123456789 Vector of Normal AB values: 1: 15.419760 2: 14.881808 3: 14.858485 4: 14.942219 5: 15.303234 6: 15.133759 7: 15.317345 8: 15.262386 9: 14.583478 10: 14.533693 R8VEC_UNIFORM_01_TEST R8VEC_UNIFORM_01 returns a random R8VEC with entries in [0,1]. SEED = 123456789 Random R8VEC: 1: 0.21841830 2: 0.95631758 3: 0.82950923 4: 0.56169544 5: 0.41530708 6: 0.66118735E-01 7: 0.25757779 8: 0.10995679 9: 0.43828998E-01 10: 0.63396571 NORMAL_TEST Normal end of execution. 19 March 2018 2:10:03.779 PM