matrix 1.0 math =1

BROKEN: Does not build on amd64 (shared libraries must be compiled with -fPIC)
IGNORE: is marked as broken: Does not build on amd64 (shared libraries must be compiled with -fPIC)
C++ library to manipulate matrices and vectors
Maintained by: anton@chelcom.ru
Port Added: 30 Mar 2001 22:33:38
Also Listed In: devel
License: not specified in port

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C++ library that lets to manipulate matrices and vectors using the base
class MATRIX and derived class VECTOR.

WWW:	http://rnoc.urc.ac.ru/~anton/projects/matrix/Matrix.html

CVSWeb : Sources : Main Web Site : Distfiles Availability : PortsMonThere are no ports dependent upon this port

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To install the port: cd /usr/ports/math/matrix/ && make install clean

A package is not available for ports marked as: Forbidden / Broken / Ignore / Restricted

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Configuration Options

     No options to configure

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Master Sites:

http://www.chelcom.ru/~anton/projects/files/

ftp://ftp.FreeBSD.org/pub/FreeBSD/ports/distfiles/

- Get Rid MD5 support

BROKEN should not be quoted.
No functional change.

- Remove unneeded dependency from gtk12/gtk20 [1]
- Remove USE_XLIB/USE_X_PREFIX/USE_XPM in favor of USE_XORG
- Remove X11BASE support in favor of LOCALBASE or PREFIX
- Use USE_LDCONFIG instead of INSTALLS_SHLIB
- Remove unneeded USE_GCC 3.4+

Thanks to all Helpers:
        Dmitry Marakasov, Chess Griffin, beech@, dinoex, rafan, gahr,
        ehaupt, nox, itetcu, flz, pav

PR:             116263
Tested on:      pointyhat
Approved by:    portmgr (pav)

SHA256ify

Approved by: krion@

Update distfile location

PR:             78016
Submitted by:   maintainer

BROKEN on amd64: Shared libraries must be compiled with -fPIC

SIZEify (maintainer timeout)

ports with possibly unreachable MAINTAINERs

*** addresses that may be dead, even though the error is temporary:
*** addresses that seem to be dead, but give a hint to a new address:

PR:             ports/58694
Submitted by:   Oliver Eikemeier <eikemeier@fillmore-labs.com>

De-pkg-comment.

Add matrix 1.0, a c++ library to manipulate matrices and vectors.    

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