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* math/gfan: pass maintainershipMikael Urankar2020-12-0439-0/+1413
| | | | | | | | | | | | | | | | | | | | o Update URL in MASTER_SITES to current address o Update MAINTAINER o Remove post-patch target as it is not needed - Use LDFLAGS instead of the non-standard variable ADDITIONALLINKOPTIONS. - Replace "${REINPLACE_CMD} 's,log2,gfan_log2,g'" by appropriate patch files as the command triggers multiple warnings. log2 is a macro defined in src/log.h. The name of this macro is in conflict with the function log2 from math.h. To avoid errors when compiling the code, the above renaming is necessary. Furthermore, PHB 4.4.3 strongly suggests using patch files instead of REINPLACE_CMD for static content. o Sort pkg-plist alphabetically as required by PHB 3.2.2 o Shorten pkg-descr and make it less technical PR: 250879 Submitted by: Moritz Schmitt (maintainer)
* This port requires a C++11-compatible compiler to build, so addMark Linimon2019-02-241-1/+10
| | | | | | | | | | | | | USES=compiler:c++11-lang to fix build on GCC-based architectures. Also add LDFLAGS to the linking command so that it links against ports libstdc++. While here, add USES=localbase. PR: 235976 Submitted by: Piotr Kubaj Approved by: maintainer
* New ports: math/gfan, math/gfanlibTobias Kortkamp2019-02-082-0/+134
Gfan is a software package for computing Groebner fans and tropical varieties. These are polyhedral fans associated to polynomial ideals. The maximal cones of a Groebner fan are in bijection with the marked reduced Groebner bases of its defining ideal. The software computes all marked reduced Groebner bases of an ideal. Their union is a universal Greobner basis. The tropical variety of a polynomial ideal is a certain subcomplex of the Groebner fan. Gfan contains algorithms for computing this complex for general ideals and specialized algorithms for tropical curves, tropical hypersurfaces and tropical varieties of prime ideals. In addition to the above core functions the package contains many tools which are useful in the study of Groebner bases, initial ideals and tropical geometry. WWW: http://home.math.au.dk/jensen/software/gfan/gfan.html PR: 231186 Submitted by: Lorenzo Salvadore <phascolarctos@protonmail.ch>