07-Jan-2022 20:32:00

gegenbauer_cc_test():
  MATLAB/Octave version 9.8.0.1380330 (R2020a) Update 2
  Test gegenbauer_cc()

chebyshev_even1_test():
  CHEBYSHEV_EVEN1 computes the even Chebyshev coefficients
  of a function F, using the extreme points of Tn(x).

  Computed and Exact Coefficients:

       1:       0.447782      0.447782
       2:      -0.705669     -0.705669
       3:      0.0680358     0.0680358
       4:    -0.00480972   -0.00480972

chebyshev_even2_test():
  CHEBYSHEV_EVEN2 computes the even Chebyshev coefficients
  of a function F, using the zeros of Tn(x).

  Computed Coefficients:

     1:     0.447782
     2:    -0.705668
     3:    0.0679919
     4:  -0.00244922

gegenbauer_cc1_test():
  GEGENBAUER_CC1 estimates the Gegenbauer integral of
  a function f(x) using a Clenshaw-Curtis type approach
  based on the extreme points of Tn(x).

  Value = 0.915449
  Exact = 0.915451

gegenbauer_cc2_test():
  GEGENBAUER_CC2 estimates the Gegenbauer integral of
  a function f(x) using a Clenshaw-Curtis type approach
  based on the zeros of Tn(x).

  Value = 0.915452
  Exact = 0.915451

r8_mop_test():
  R8_MOP evaluates (-1.0)^I4 as an R8.

    I4  R8_MOP(I4)

    63  -1.0
    82   1.0
   -75  -1.0
    83  -1.0
    27  -1.0
   -81  -1.0
   -45  -1.0
     9  -1.0
    92   1.0
    93  -1.0

r8vec_print_test():
  R8VEC_PRINT prints an R8VEC.

  The R8VEC:

     1:      123.456
     2:        5e-06
     3:       -1e+06
     4:      3.14159

r8vec2_print_test():
  R8VEC2_PRINT prints a pair of R8VEC's.

  Square and square root:

       1:              1             1
       2:              4       1.41421
       3:              9       1.73205
       4:             16             2

gegenbauer_cc_test():
  Normal end of execution.

07-Jan-2022 20:32:00