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comparison toolboxes/graph_visualisation/share/man/man1/gvgen.1 @ 0:e9a9cd732c1e tip
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date | Tue, 10 Feb 2015 15:05:51 +0000 |
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1 .TH GC 1 "27 March 2008" | |
2 .SH NAME | |
3 gvgen \- generate graphs | |
4 .SH SYNOPSIS | |
5 .B gvgen | |
6 [ | |
7 .B \-d? | |
8 ] | |
9 [ | |
10 .BI -c n | |
11 ] | |
12 [ | |
13 .BI -C x,y | |
14 ] | |
15 [ | |
16 .BI -g [\fBf\fP]x,y | |
17 ] | |
18 [ | |
19 .BI -G [\fBf\fP]x,y | |
20 ] | |
21 [ | |
22 .BI -h n | |
23 ] | |
24 [ | |
25 .BI -k n | |
26 ] | |
27 [ | |
28 .BI -b x,y | |
29 ] | |
30 [ | |
31 .BI -p n | |
32 ] | |
33 [ | |
34 .BI -s n | |
35 ] | |
36 [ | |
37 .BI -S n | |
38 ] | |
39 [ | |
40 .BI -t n | |
41 ] | |
42 [ | |
43 .BI -T x,y | |
44 ] | |
45 [ | |
46 .BI -w n | |
47 ] | |
48 [ | |
49 .BI -o outfile | |
50 ] | |
51 .SH DESCRIPTION | |
52 .B gvgen | |
53 generates a variety of simple, regularly-structured abstract | |
54 graphs. | |
55 .SH OPTIONS | |
56 The following options are supported: | |
57 .TP | |
58 .BI \-c " n" | |
59 Generate a cycle with \fIn\fP vertices and edges. | |
60 .TP | |
61 .BI \-C " x,y" | |
62 Generate an \fIx\fP by \fIy\fP cylinder. | |
63 This will have \fIx*y\fP vertices and | |
64 \fI2*x*y - y\fP edges. | |
65 .TP | |
66 .BI \-g " [\fBf\fP]x,y" | |
67 Generate an \fIx\fP by \fIy\fP grid. | |
68 If \fBf\fP is given, the grid is folded, with an edge | |
69 attaching each pair of opposing corner vertices. | |
70 This will have \fIx*y\fP vertices and | |
71 \fI2*x*y - y - x\fP edges if unfolded and | |
72 \fI2*x*y - y - x + 2\fP edges if folded. | |
73 .TP | |
74 .BI \-G " [\fBf\fP]x,y" | |
75 Generate an \fIx\fP by \fIy\fP partial grid. | |
76 If \fBf\fP is given, the grid is folded, with an edge | |
77 attaching each pair of opposing corner vertices. | |
78 This will have \fIx*y\fP vertices. | |
79 .TP | |
80 .BI \-h " n" | |
81 Generate a hypercube of degree \fIn\fP. | |
82 This will have \fI2^n\fP vertices and \fIn*2^(n-1)\fP edges. | |
83 .TP | |
84 .BI \-k " n" | |
85 Generate a complete graph on \fIn\fP vertices with | |
86 \fIn*(n-1)/2\fP edges. | |
87 .TP | |
88 .BI \-b " x,y" | |
89 Generate a complete \fIx\fP by \fIy\fP bipartite graph. | |
90 This will have \fIx+y\fP vertices and | |
91 \fIx*y\fP edges. | |
92 .TP | |
93 .BI \-p " n" | |
94 Generate a path on \fIn\fP vertices. | |
95 This will have \fIn-1\fP edges. | |
96 .TP | |
97 .BI \-s " n" | |
98 Generate a star on \fIn\fP vertices. | |
99 This will have \fIn-1\fP edges. | |
100 .TP | |
101 .BI \-S " n" | |
102 Generate a Sierpinski graph of order \fIn\fP. | |
103 This will have \fI3*(3^(n-1) - 1)/2\fP vertices and | |
104 \fI3^n\fP edges. | |
105 .TP | |
106 .BI \-t " n" | |
107 Generate a binary tree of height \fIn\fP. | |
108 This will have \fI2^n-1\fP vertices and | |
109 \fI2^n-2\fP edges. | |
110 .TP | |
111 .BI \-T " x,y" | |
112 Generate an \fIx\fP by \fIy\fP torus. | |
113 This will have \fIx*y\fP vertices and | |
114 \fI2*x*y\fP edges. | |
115 .TP | |
116 .BI \-w " n" | |
117 Generate a path on \fIn\fP vertices. | |
118 This will have \fIn-1\fP edges. | |
119 .TP | |
120 .BI \-o " outfile" | |
121 If specified, the generated graph is written into the file | |
122 .I outfile. | |
123 Otherwise, the graph is written to standard out. | |
124 .TP | |
125 .B \-d | |
126 Make the generated graph directed. | |
127 .TP | |
128 .B \-? | |
129 Print usage information. | |
130 .SH "EXIT STATUS" | |
131 .B gvgen | |
132 exits with 0 on successful completion, | |
133 and exits with 1 if given an ill-formed or incorrect flag, | |
134 or if the specified output file could not be opened. | |
135 .SH AUTHOR | |
136 Emden R. Gansner <erg@research.att.com> | |
137 .SH "SEE ALSO" | |
138 gc(1), acyclic(1), gvpr(1), gvcolor(1), ccomps(1), sccmap(1), tred(1), libgraph(3) |