Canonical Webinars to Highlight Untapped Market Potential for ISVs


 
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Old 03-02-2010
Canonical Webinars to Highlight Untapped Market Potential for ISVs

Canonical Webinars to Highlight Untapped Market Potential for ISVs

LONDON, March 2, 2010 - Canonical Ltd., the company behind Ubuntu, announced a program for the ISV community - including a series of webinars -- to highlight the benefits of certifying software on the the long term support version of Ubuntu 10.04.

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MM2GV(1)						      General Commands Manual							  MM2GV(1)

NAME
mm2gv - Matrix Market-DOT converters SYNOPSIS
mm2gv [ -cluv? ] [ -ooutfile ] [ file ] DESCRIPTION
mm2gv converts a sparse matrix of the Matrix Market format to a graph in the GV (formerly DOT) format. OPTIONS
The following options are supported: -c This flag causes mm2gv to assign colors to the edges. The matrix element is scaled to the range [0,1] depending on where it lies between the minimum and maximum set matrix values. This scaled value is used as the "wt" attribute of the corresponding edge. In addition, this scalar value is mapped to an RGB value, which is stored as the edge "color". -l If set, mm2gv attaches a label to the graph indicating the base name of the input file, and the number of nodes and edges. -u If specified, the graph is assumed to be undirected. By default, the graph generated is directed. -v This flag causes mm2gv to store the matrix values as the "len" attribute of the corresponding edge. -ooutfile Prints output to the file outfile. If not given, mm2gv uses stdout. OPERANDS The following operand is supported: file Name of the file in MatrixMarket format. If no file operand is specified, the standard input will be used. RETURN CODES
Return 0 if there were no problems during conversion; and non-zero if any error occurred. AUTHORS
Yifan Hu <yifanhu@research.att.com> Emden R. Gansner <erg@research.att.com> ADDITIONAL INFO
See http://math.nist.gov/MatrixMarket/ for description of the format and http://www.cise.ufl.edu/research/sparse/matrices/ for a large col- lection of sparse matrices in this format. 31 July 2008 MM2GV(1)