| hypergeo-package | The hypergeometric function | 
| buhring | Evaluation of the hypergeometric function using Buhring's method | 
| buhring_eqn11 | Evaluation of the hypergeometric function using Buhring's method | 
| buhring_eqn12 | Evaluation of the hypergeometric function using Buhring's method | 
| buhring_eqn5_factors | Evaluation of the hypergeometric function using Buhring's method | 
| buhring_eqn5_series | Evaluation of the hypergeometric function using Buhring's method | 
| complex_factorial | Gamma function for complex arguments | 
| complex_gamma | Gamma function for complex arguments | 
| complex_ode | Hypergeometric functions via direct numerical integration | 
| crit | Various utilities | 
| f15.1.1 | Transformations of the hypergeometric function | 
| f15.3.1 | Hypergeometric function using Euler's integral representation | 
| f15.3.10 | Transformations of the hypergeometric function | 
| f15.3.10_11_12 | Transformations of the hypergeometric function | 
| f15.3.10_a | Transformations of the hypergeometric function | 
| f15.3.10_b | Transformations of the hypergeometric function | 
| f15.3.11 | Transformations of the hypergeometric function | 
| f15.3.11_bit1 | Transformations of the hypergeometric function | 
| f15.3.11_bit2_a | Transformations of the hypergeometric function | 
| f15.3.11_bit2_b | Transformations of the hypergeometric function | 
| f15.3.12 | Transformations of the hypergeometric function | 
| f15.3.12_bit1 | Transformations of the hypergeometric function | 
| f15.3.12_bit2_a | Transformations of the hypergeometric function | 
| f15.3.12_bit2_b | Transformations of the hypergeometric function | 
| f15.3.13 | Transformations of the hypergeometric function | 
| f15.3.13_14 | Transformations of the hypergeometric function | 
| f15.3.13_a | Transformations of the hypergeometric function | 
| f15.3.13_b | Transformations of the hypergeometric function | 
| f15.3.14 | Transformations of the hypergeometric function | 
| f15.3.14_bit1_a | Transformations of the hypergeometric function | 
| f15.3.14_bit1_b | Transformations of the hypergeometric function | 
| f15.3.14_bit2 | Transformations of the hypergeometric function | 
| f15.3.3 | Various transformation formulae for the hypergeometric function | 
| f15.3.4 | Various transformation formulae for the hypergeometric function | 
| f15.3.5 | Various transformation formulae for the hypergeometric function | 
| f15.3.6 | Various transformation formulae for the hypergeometric function | 
| f15.3.7 | Various transformation formulae for the hypergeometric function | 
| f15.3.8 | Various transformation formulae for the hypergeometric function | 
| f15.3.9 | Various transformation formulae for the hypergeometric function | 
| f15.5.1 | Hypergeometric functions via direct numerical integration | 
| genhypergeo | The generalized hypergeometric function | 
| genhypergeo_contfrac | The generalized hypergeometric function | 
| genhypergeo_contfrac_single | Continued fraction expansion of the hypergeometric function | 
| genhypergeo_series | The generalized hypergeometric function | 
| genhypergeo_shanks | Evaluation of the hypergeometric function using Shanks's method | 
| hypergeo | The hypergeometric function | 
| hypergeo_AorB_nonpos_int | Hypergeometric functions for integer arguments | 
| hypergeo_A_nonpos_int | Hypergeometric functions for integer arguments | 
| hypergeo_buhring | Evaluation of the hypergeometric function using Buhring's method | 
| hypergeo_contfrac | Continued fraction expansion of the hypergeometric function | 
| hypergeo_cover1 | Hypergeometric functions for special values of the parameters | 
| hypergeo_cover2 | Hypergeometric functions for special values of the parameters | 
| hypergeo_cover3 | Hypergeometric functions for special values of the parameters | 
| hypergeo_func | Hypergeometric functions via direct numerical integration | 
| hypergeo_general | The hypergeometric function as determined by power series | 
| hypergeo_gosper | Evaluation of the hypergeometric function using Gosper's method | 
| hypergeo_integral | Hypergeometric function using Euler's integral representation | 
| hypergeo_powerseries | The hypergeometric function as determined by power series | 
| hypergeo_press | Hypergeometric functions via direct numerical integration | 
| hypergeo_residue | Evaluation of the hypergeometric function using the residue theorem | 
| hypergeo_residue_close_to_crit_multiple | Evaluation of the hypergeometric function using the residue theorem | 
| hypergeo_residue_close_to_crit_single | Evaluation of the hypergeometric function using the residue theorem | 
| hypergeo_residue_general | Evaluation of the hypergeometric function using the residue theorem | 
| hypergeo_shanks | Evaluation of the hypergeometric function using Shanks's method | 
| hypergeo_taylor | The hypergeometric function as determined by power series | 
| i15.3.6 | Helper functions | 
| i15.3.7 | Helper functions | 
| i15.3.8 | Helper functions | 
| i15.3.9 | Helper functions | 
| is.near_integer | Various utilities | 
| is.nonpos | Various utilities | 
| is.zero | Various utilities | 
| isgood | Various utilities | 
| j15.3.6 | Helper functions | 
| j15.3.7 | Helper functions | 
| j15.3.8 | Helper functions | 
| j15.3.9 | Helper functions | 
| lanczos | Gamma function for complex arguments | 
| lpham | Various utilities | 
| residue | Evaluation of the hypergeometric function using the residue theorem | 
| semicircle | Hypergeometric functions via direct numerical integration | 
| semidash | Hypergeometric functions via direct numerical integration | 
| shanks | Evaluation of the hypergeometric function using Shanks's method | 
| straight | Hypergeometric functions via direct numerical integration | 
| straightdash | Hypergeometric functions via direct numerical integration | 
| thingfun | Various utilities | 
| to_complex | Hypergeometric functions via direct numerical integration | 
| to_real | Hypergeometric functions via direct numerical integration | 
| w07.23.06.0026.01 | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0026.01_bit1 | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0026.01_bit2 | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0026.01_bit3_a | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0026.01_bit3_b | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0026.01_bit3_c | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0029.01 | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0031.01 | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0031.01_bit1 | Various functions taken from the Wolfram Functions Site | 
| w07.23.06.0031.01_bit2 | Various functions taken from the Wolfram Functions Site | 
| wolfram | Various functions taken from the Wolfram Functions Site |