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annotate toolboxes/graph_visualisation/share/man/man1/mm2gv.1 @ 0:e9a9cd732c1e tip
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| author | wolffd |
|---|---|
| date | Tue, 10 Feb 2015 15:05:51 +0000 |
| parents | |
| children |
| rev | line source |
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| wolffd@0 | 1 .TH MM2GV 1 "31 July 2008" |
| wolffd@0 | 2 .SH NAME |
| wolffd@0 | 3 mm2gv \- Matrix Market-DOT converters |
| wolffd@0 | 4 .SH SYNOPSIS |
| wolffd@0 | 5 .B mm2gv |
| wolffd@0 | 6 [ |
| wolffd@0 | 7 .B \-u? |
| wolffd@0 | 8 ] |
| wolffd@0 | 9 [ |
| wolffd@0 | 10 .BI -o outfile |
| wolffd@0 | 11 ] |
| wolffd@0 | 12 [ |
| wolffd@0 | 13 .I file |
| wolffd@0 | 14 ] |
| wolffd@0 | 15 .br |
| wolffd@0 | 16 .SH DESCRIPTION |
| wolffd@0 | 17 .B mm2gv |
| wolffd@0 | 18 converts a sparse matrix of the Matrix Market format to a graph in the GV (formerly DOT) format. |
| wolffd@0 | 19 .SH OPTIONS |
| wolffd@0 | 20 The following options are supported: |
| wolffd@0 | 21 .TP |
| wolffd@0 | 22 .B \-u |
| wolffd@0 | 23 If specified, the graph is assumed to be undirected. By default the graph generated is directed. |
| wolffd@0 | 24 .TP |
| wolffd@0 | 25 .BI \-o "outfile" |
| wolffd@0 | 26 Prints output to the file \fIoutfile\fP. If not given, \fBmm2gv\fP |
| wolffd@0 | 27 uses stdout. |
| wolffd@0 | 28 .TP |
| wolffd@0 | 29 .SH OPERANDS |
| wolffd@0 | 30 The following operand is supported: |
| wolffd@0 | 31 .TP 8 |
| wolffd@0 | 32 .I file |
| wolffd@0 | 33 Name of the file in MatrixMarket format. |
| wolffd@0 | 34 If no |
| wolffd@0 | 35 .I file |
| wolffd@0 | 36 operand is specified, |
| wolffd@0 | 37 the standard input will be used. |
| wolffd@0 | 38 .SH RETURN CODES |
| wolffd@0 | 39 Return \fB0\fP |
| wolffd@0 | 40 if there were no problems during conversion; |
| wolffd@0 | 41 and non-zero if any error occurred. |
| wolffd@0 | 42 .SH "LIMITATIONS" |
| wolffd@0 | 43 Currently the matrix entry values are not used. |
| wolffd@0 | 44 .SH AUTHORS |
| wolffd@0 | 45 Yifan Hu <yifanhu@research.att.com> |
| wolffd@0 | 46 .SH ADDITIONAL INFO |
| wolffd@0 | 47 See http://math.nist.gov/MatrixMarket/ for description of the format and http://www.cise.ufl.edu/research/sparse/matrices/ for a large collection of sparse matrices in this format. |