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VCGDEMOMAKER(1l) |
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VCGDEMOMAKER(1l) |
vcgdemomaker - produces demo specifications for vcg
vcgdemomaker outfile mode size
Vcgdemomaker creates a vcg specification and writes it to
outfile. The mode determines the kind of specification and
size the size of the specified graph. The specification can be read and
visualized by the VCG tool.
- -unarytree
- generates an unary tree, i.e. a linear sequence of nodes. size is
the number of nodes - 1, i.e. the depth of the tree.
- -binarytree
- generates a binary tree of depth size. Each node has two
successors.
- -ternarytree
- generates a ternary tree of depth size. Each node has 3
successors.
- -leveltree
- generates a leveled tree of depth size. Each node has 2 normal
successors, and further a list of nodes as successors at the same level to
the left and right. These lists contain at most 2 nodes, which itself are
leveled trees. These trees are used to check the nearedge
feature.
- -twolevelcross
- generates a cross graph. This is a bipartitioned graph of connected parts
of 4 nodes forming a cross. Size is the number of nodes and should
be even. This graph is generated in an ugly format to check the algorithm
of reducing of crossing in the VCG tool.
- -allconnect
- generates a graph where all pairs of node form an edge. Size is the
number of nodes. Note that if we have n nodes, we have about n*n/2 edges
which is a lot. Thus it is recommended not to use this with more than 40
nodes.
- -netgraph
- generates a regular 4-ary network of triangular shape with about
size nodes. This mesh graph can be used to check the capacity of
the tool, the view mechanism and the algorithm of reducing of crossing in
the VCG tool.
- -randomgraph
- generates a randomized 4-ary network. Starting from the regular 4-ary
network of triangular shape with about size nodes, this network is
produced by creating random holes. Thus, this graph has less than
size nodes.
- -net2graph
- generates a regular 4-ary network of rhomboid shape with about size
nodes.
- -random2graph
- generates a randomized 4-ary network. Starting from the regular 4-ary
network of rhomboid shape with about size nodes, this network is
produced by creating random holes. Thus, this graph has less than
size nodes.
Currently, no bugs are known.
Georg Sander, University of Saarland.
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