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Merge branch 'master' of github.com:fredrik-johansson/arb

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fredrik 2022-01-14 14:22:56 +01:00
commit 43d25447e8
3 changed files with 6 additions and 6 deletions
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8
appveyor.yml
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@ -16,14 +16,14 @@ skip_commits:
environment: environment:
global: global:
CONDA_INSTALL_LOCN_32: "C:\\Miniconda36" CONDA_INSTALL_LOCN_32: "C:\\Miniconda37"
CONDA_INSTALL_LOCN_64: "C:\\Miniconda36-x64" CONDA_INSTALL_LOCN_64: "C:\\Miniconda37-x64"
VCVARSALL: "C:\\Program Files (x86)\\Microsoft Visual Studio\\2017\\Community\\VC\\Auxiliary\\Build\\vcvarsall.bat" VCVARSALL: "C:\\Program Files (x86)\\Microsoft Visual Studio\\2017\\Community\\VC\\Auxiliary\\Build\\vcvarsall.bat"
matrix: matrix:
- COMPILER: gcc
ARCH: 64
- COMPILER: cl - COMPILER: cl
ARCH: 64 ARCH: 64
- COMPILER: gcc
ARCH: 64
- COMPILER: gcc - COMPILER: gcc
ARCH: 32 ARCH: 32
- COMPILER: cl - COMPILER: cl

2
doc/source/acb.rst
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@ -868,7 +868,7 @@ Lambert W function
Rising factorials Rising factorials
------------------------------------------------------------------------------- -------------------------------------------------------------------------------
.. function:: void acb_rising_ui(acb_t z, const acb_t x, const acb_t n, slong prec) .. function:: void acb_rising_ui(acb_t z, const acb_t x, ulong n, slong prec)
void acb_rising(acb_t z, const acb_t x, const acb_t n, slong prec) void acb_rising(acb_t z, const acb_t x, const acb_t n, slong prec)
Computes the rising factorial `z = x (x+1) (x+2) \cdots (x+n-1)`. Computes the rising factorial `z = x (x+1) (x+2) \cdots (x+n-1)`.

2
doc/source/arb_hypgeom.rst
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@ -95,7 +95,7 @@ Gamma function
series together with argument reduction. If *reciprocal* is set, series together with argument reduction. If *reciprocal* is set,
the reciprocal gamma function is computed instead. the reciprocal gamma function is computed instead.
.. function:: int arb_hypgeom_gamma_taylor(arb_t res, const arb_t x,int reciprocal, slong prec) .. function:: int arb_hypgeom_gamma_taylor(arb_t res, const arb_t x, int reciprocal, slong prec)
Attempts to compute the gamma function of *x* using Taylor series Attempts to compute the gamma function of *x* using Taylor series
together with argument reduction. This is only supported if *x* and *prec* together with argument reduction. This is only supported if *x* and *prec*