MPC multiple-precision complex shared library
MPC is a C library for the arithmetic of complex numbers with
arbitrarily high precision and correct rounding of the result. It is
built upon and follows the same principles as MPFR.
- Developed at devel:libraries:c_c++
- Sources inherited from project openSUSE:Factory
-
7
derived packages
- Download package
-
Checkout Package
osc -A https://api.opensuse.org checkout openSUSE:Backports:SLE-15-SP4:FactoryCandidates/mpc && cd $_ - Create Badge
Refresh
Refresh
Source Files
| Filename | Size | Changed |
|---|---|---|
| baselibs.conf | 0000000093 93 Bytes | |
| mpc-1.3.0-gmpdep.patch | 0000000872 872 Bytes | |
| mpc-1.3.0.tar.gz | 0000773441 755 KB | |
| mpc-1.3.0.tar.gz.sig | 0000000260 260 Bytes | |
| mpc.changes | 0000008946 8.74 KB | |
| mpc.keyring | 0000024700 24.1 KB | |
| mpc.spec | 0000002960 2.89 KB |
Revision 31 (latest revision is 32)
Dominique Leuenberger (dimstar_suse)
accepted
request 1043056
from
Richard Biener (rguenther)
(revision 31)
- Add mpc-1.3.0-gmpdep.patch to avoid dependence on stdio.h when
including mpc.h
- Update to version 1.3.0.
* New function: mpc_agm
* New rounding modes "away from zero", indicated by the letter "A"
and corresponding to MPFR_RNDA on the designated real or imaginary part.
* New experimental ball arithmetic.
* New experimental function: mpc_eta_fund
* Bug fixes:
- mpc_asin for asin(z) with small |Re(z)| and tiny |Im(z)|
- mpc_pow_fr: sign of zero part of result when the base has up to sign
the same real and imaginary part, and the exponent is an even
positive integer
- mpc_fma: the returned int value was incorrect in some cases
(indicating whether the rounded real/imaginary parts were
smaller/equal/greater than the exact values), but the computed
complex value was correct.
Comments 0