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non port: math/gfan/pkg-descr

Number of commits found: 3

Wednesday, 7 Sep 2022
21:58 Stefan Eßer (se) search for other commits by this committer
Remove WWW entries moved into port Makefiles

Commit b7f05445c00f has added WWW entries to port Makefiles based on
WWW: lines in pkg-descr files.

This commit removes the WWW: lines of moved-over URLs from these
pkg-descr files.

Approved by:		portmgr (tcberner)
commit hash: fb16dfecae4a6efac9f3a78e0b759fb7a3c53de4 commit hash: fb16dfecae4a6efac9f3a78e0b759fb7a3c53de4 commit hash: fb16dfecae4a6efac9f3a78e0b759fb7a3c53de4 commit hash: fb16dfecae4a6efac9f3a78e0b759fb7a3c53de4 fb16dfe
Friday, 4 Dec 2020
18:17 mikael search for other commits by this committer
math/gfan: pass maintainership

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)
Original commitRevision:556996 
Friday, 8 Feb 2019
09:27 tobik search for other commits by this committer
New ports: math/gfan, math/gfanlib

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>
Original commitRevision:492416 

Number of commits found: 3