Commit graph

11 commits

Author SHA1 Message Date
Baptiste Daroussin
ce5e457020 Add NO_STAGE all over the place in preparation for the staging support (cat: math) 2013-09-20 20:55:04 +00:00
Stephen Montgomery-Smith
83d7fd8ac9 - Remove .include <bsd.ports.pre.mk>; bsd.ports.post.mk to bsd.ports.mk;
${PORTSDIR} to ${.CURDIR}/../.. in the .include for bsd.octave.mk.
  This is because USE_GMAKE no longer works after .include <bsd.ports.pre.mk>.
- Trim headers.
- Clean whitespace.
- Portlint.
2013-07-05 20:59:44 +00:00
Stephen Montgomery-Smith
dc4470e668 - ${DO_NADA} to @${DO_NADA}. 2013-07-02 19:54:03 +00:00
Stephen Montgomery-Smith
34cb2f14af - Update to 1.2.2. 2013-07-02 19:40:40 +00:00
Stephen Montgomery-Smith
61dd78bf20 - Update to 1.2.1. 2013-02-05 00:05:29 +00:00
Stephen Montgomery-Smith
acb61f7d53 - Update to 1.2.0.
Feature safe:	yes
2012-11-05 03:35:21 +00:00
Stephen Montgomery-Smith
46e48b67aa - Update to 1.1.1. 2012-09-08 22:37:30 +00:00
Dirk Meyer
2b74a89bc8 - update png to 1.5.10 2012-06-01 05:26:28 +00:00
Stephen Montgomery-Smith
3df5f51d14 - Update to 1.1.0. 2012-04-11 05:10:12 +00:00
Maho Nakata
176d84eb28 Bump port revision of all the octave-forge ports,
since there was an API change to octave (from 3.4 to 3.6).
Now it is appropriate to bump the portrevision of every single octave-forge port,
but a few of the ports needed further patches to make them work: ad,
communications, parallel, odepkg. The es package doesn't build so we switched off.

Submitted by:	stephen@
Reviewed by:	maho@
2012-04-11 02:58:30 +00:00
Stephen Montgomery-Smith
0c3d03543d -New port octave-forge-queueing.
The octave-forge package is the result of The GNU Octave Repositry project,
which is intended to be a central location for custom scripts, functions and
extensions for GNU Octave. contains the source for all the functions plus
build and install scripts.

  The queueing toolbox provides functions for queueing networks and Markov
  chains analysis. This package can be used to compute steady-state performance
  measures for open, closed and mixed networks with single or multiple job
  classes. Mean Valud Analysis (MVA), convolution and various bounding
  techniques are implemented. Various transient and steady-state performance
  measures for Markov chains can als be computed (including state occupancy
  probabilities, mean time to absorption, time-averaged sojourn times), both
  for continuous-time and discrete-time chains.
2012-02-06 19:42:56 +00:00