Unit 'dpmSpecialFunctions'	Package
[Overview][Constants][Procedures and functions][Index]	[#pl_mathdoubleprecision]

Reference for unit 'dpmSpecialFunctions': Procedures and functions

`agm`
`airy_ai`
`airy_aip`
`airy_ais`
`airy_bi`
`airy_bip`
`airy_bis`
`airy_gi`
`airy_hi`
`arccl`
`arcsl`
`BatemanG`
`bernoulli`
`bernpoly`
`besselpoly`
`bessel_i0`
`bessel_i0e`
`bessel_i0_int`
`bessel_i1`
`bessel_i1e`
`bessel_in`
`bessel_iv`
`bessel_ive`
`bessel_j0`
`bessel_j0_int`
`bessel_j1`
`bessel_jn`
`bessel_jv`
`bessel_k0`
`bessel_k0e`
`bessel_k0_int`
`bessel_k1`
`bessel_k1e`
`bessel_kn`
`bessel_kv`
`bessel_kve`
`bessel_lambda`
`bessel_y0`
`bessel_y0_int`
`bessel_y1`
`bessel_yn`
`bessel_yv`
`beta`
`beta3`
`beta_cdf`
`beta_inv`
`beta_pdf`
`binomial`
`binomial_cdf`
`binomial_pmf`
`bose_einstein`
`bring`
`catalan`
`cauchy_cdf`
`cauchy_inv`
`cauchy_pdf`
`cel`
`cel1`
`cel2`
`chebyshev_f1`
`chebyshev_t`
`chebyshev_u`
`chebyshev_v`
`chebyshev_w`
`chi`
`chi2_cdf`
`chi2_inv`
`chi2_pdf`
`chi_cdf`
`chi_inv`
`chi_pdf`
`ci`
`cin`
`cinh`
`cl2`
`comp_ellint_1`
`comp_ellint_2`
`comp_ellint_3`
`comp_ellint_b`
`comp_ellint_d`
`cosint`
`cos_lemn`
`CoulombCL`
`CoulombF`
`CoulombFFp`
`CoulombGGp`
`CoulombSL`
`CylinderD`
`CylinderU`
`CylinderV`
`dawson`
`dawson2`
`debye`
`detai`
`dfac`
`dilog`
`DirichletBeta`
`DirichletLambda`
`e1`
`e1s`
`ei`
`eibeta`
`ein`
`einstein`
`eis`
`eisx2`
`ei_inv`
`el1`
`el2`
`el3`
`ellint_1`
`ellint_2`
`ellint_3`
`ellint_b`
`ellint_d`
`EllipticCE`
`EllipticCK`
`EllipticCPi`
`EllipticE`
`EllipticEC`
`EllipticECim`
`EllipticF`
`EllipticK`
`EllipticKim`
`EllipticModulus`
`EllipticNome`
`EllipticPi`
`EllipticPiC`
`EllipticPiCim`
`ell_rc`
`ell_rd`
`ell_rf`
`ell_rg`
`ell_rj`
`emlambda`
`en`
`erf`
`erf2`
`erfc`
`erfce`
`erfce_inv`
`erfc_inv`
`erfg`
`erfh`
`erfi`
`erfi_inv`
`erf_inv`
`erf_p`
`erf_q`
`erf_z`
`eta`
`etaint`
`etam1`
`euler`
`eulerpoly`
`euler_q`
`evt1_cdf`
`evt1_inv`
`evt1_pdf`
`expint3`
`expn`
`expreln`
`exp_cdf`
`exp_inv`
`exp_pdf`
`fac`
`fermi_dirac`
`fermi_dirac_m05`
`fermi_dirac_p05`
`fermi_dirac_p15`
`fermi_dirac_p25`
`fermi_dirac_r`
`fibfun`
`fibpoly`
`Fresnel`
`FresnelC`
`FresnelF`
`FresnelFG`
`FresnelG`
`FresnelS`
`f_cdf`
`f_inv`
`f_pdf`
`gamma`
`gamma1pm1`
`gammastar`
`gamma_cdf`
`gamma_delta_ratio`
`gamma_inv`
`gamma_pdf`
`gamma_ratio`
`gegenbauer_c`
`gei`
`gsi`
`harmonic`
`harmonic2`
`HermiteH`
`hermite_h`
`hermite_he`
`heuman_lambda`
`hypergeo_cdf`
`hypergeo_pmf`
`hyperg_0F1`
`hyperg_0F1r`
`hyperg_1F1`
`hyperg_1F1r`
`hyperg_2F0`
`hyperg_2F1`
`hyperg_2F1r`
`hyperg_u`
`ibeta`
`ibeta_inv`
`igamma`
`igammal`
`igammap`
`igammap_der`
`igammap_inv`
`igammaq`
`igammaq_inv`
`igammat`
`igamma_inv`
`incgamma`
`incgamma_inv`
`inerfc`
`invgamma_cdf`
`invgamma_inv`
`invgamma_pdf`
`inv_gamma`
`jacobi_am`
`jacobi_arccd`
`jacobi_arccn`
`jacobi_arccs`
`jacobi_arcdc`
`jacobi_arcdn`
`jacobi_arcds`
`jacobi_arcnc`
`jacobi_arcnd`
`jacobi_arcns`
`jacobi_arcsc`
`jacobi_arcsd`
`jacobi_arcsn`
`jacobi_cd`
`jacobi_cn`
`jacobi_cs`
`jacobi_dc`
`jacobi_dn`
`jacobi_ds`
`jacobi_nc`
`jacobi_nd`
`jacobi_ns`
`jacobi_p`
`jacobi_sc`
`jacobi_sd`
`jacobi_sn`
`jacobi_theta`
`jacobi_zeta`
`kelvin_bei`
`kelvin_beip`
`kelvin_ber`
`kelvin_berbei`
`kelvin_berp`
`kelvin_der`
`kelvin_kei`
`kelvin_keip`
`kelvin_ker`
`kelvin_kerkei`
`kelvin_kerp`
`kepler`
`KleinJ`
`kolmogorov_cdf`
`kolmogorov_inv`
`kumaraswamy_cdf`
`kumaraswamy_inv`
`kumaraswamy_pdf`
`laguerre`
`laguerre_ass`
`laguerre_l`
`LambertW`
`LambertW1`
`LangevinL`
`LangevinL_inv`
`laplace_cdf`
`laplace_inv`
`laplace_pdf`
`LegendreChi`
`legendre_p`
`legendre_plm`
`legendre_q`
`legendre_qlm`
`LerchPhi`
`levy_cdf`
`levy_inv`
`levy_pdf`
`li`
`li_inv`
`lnBarnesG`
`lnbeta`
`lnbinomial`
`lnfac`
`lngamma`
`lngamma1p`
`lngammas`
`lngamma_inv`
`lobachevsky_c`
`lobachevsky_s`
`logistic_cdf`
`logistic_inv`
`logistic_pdf`
`lognormal_cdf`
`lognormal_inv`
`lognormal_pdf`
`logseries_cdf`
`logseries_pmf`
`lucpoly`
`MarcumQ`
`maxwell_cdf`
`maxwell_inv`
`maxwell_pdf`
`moyal_cdf`
`moyal_inv`
`moyal_pdf`
`M_EllipticE`
`M_EllipticEC`
`M_EllipticF`
`M_EllipticK`
`M_EllipticPi`
`M_EllipticPiC`
`nakagami_cdf`
`nakagami_inv`
`nakagami_pdf`
`negbinom_cdf`
`negbinom_pmf`
`normal_cdf`
`normal_inv`
`normal_pdf`
`normstd_cdf`
`normstd_inv`
`normstd_pdf`
`ntheta_c`
`ntheta_d`
`ntheta_n`
`ntheta_s`
`omega`
`OwenT`
`pareto_cdf`
`pareto_inv`
`pareto_pdf`
`pentagamma`
`poch1`
`pochhammer`
`poisson_cdf`
`poisson_pmf`
`polygamma`
`polylog`
`polylogr`
`primezeta`
`psi`
`psistar`
`psi_inv`
`rayleigh_cdf`
`rayleigh_inv`
`rayleigh_pdf`
`rgamma`
`RiemannR`
`RiemannR_inv`
`rrcf`
`shi`
`si`
`signgamma`
`sincos_lemn`
`sinint`
`sin_lemn`
`sncndn`
`spherical_harmonic`
`sph_bessel_in`
`sph_bessel_ine`
`sph_bessel_jn`
`sph_bessel_kn`
`sph_bessel_kne`
`sph_bessel_yn`
`ssi`
`struve_h`
`struve_h0`
`struve_h1`
`struve_l`
`struve_l0`
`struve_l1`
`SynchF`
`SynchG`
`tetragamma`
`theta1p`
`theta2`
`theta3`
`theta4`
`ti`
`ti2`
`toroidal_plm`
`toroidal_qlm`
`transport`
`triangular_cdf`
`triangular_inv`
`triangular_pdf`
`trigamma`
`trilog`
`t_cdf`
`t_inv`
`t_pdf`
`uniform_cdf`
`uniform_inv`
`uniform_pdf`
`wald_cdf`
`wald_inv`
`wald_pdf`
`weibull_cdf`
`weibull_inv`
`weibull_pdf`
`WhittakerM`
`WhittakerW`
`wpe`
`wpe_der`
`wpe_im`
`wpe_inv`
`wpg`
`wpg_der`
`wpg_im`
`wpg_inv`
`wpl`
`zernike_r`
`zeta`
`zeta1p`
`zetah`
`zetaint`
`zetam1`
`zipf_cdf`
`zipf_pmf`

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