Hypercube graph generator
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| − | Wandora's Hypercube generator creates algorithmically topic maps that resemble [http://en.wikipedia.org/wiki/Hypercube hypercube graphs]. Hypercube graph is an n-dimensional analogue of a square (n=2) and a cube (n=3). Hypercube generator starts with option '''File > Generate > Hypercube graph generator'''. Generator requests the dimension (n) of created hypercube. Topics represent hypercube vertices and associations hypercube edges. Basename pattern for vertices is '''hypercube vertex n''' where '''n''' is a vector of variable length representing the edge path from initial point (0 dimensional cube). | + | Wandora's Hypercube generator creates algorithmically topic maps that resemble [http://en.wikipedia.org/wiki/Hypercube hypercube graphs]. Hypercube graph is an n-dimensional analogue of a square (n=2) and a cube (n=3). Hypercube generator starts with option '''File > Generate > Hypercube graph generator'''. Generator requests the dimension (n) of created hypercube. Topics represent hypercube vertices and associations hypercube edges. Basename pattern for vertices is '''hypercube vertex n''' where '''n''' is a vector of variable length representing the edge path from initial point (0 dimensional cube). Note also Wandora's [[Platonic solid graph generator]] that can be used to create 3-hypercubes also known as regular 3 dimensional cubes. Platonic solid graph generator created graphs are not topic-compatible with graphs created with hypercube graph generator. |
Below is an example screenshot of Wandora viewing a 4 dimensional hypercube graph. | Below is an example screenshot of Wandora viewing a 4 dimensional hypercube graph. | ||
Revision as of 13:51, 26 October 2008
Wandora's Hypercube generator creates algorithmically topic maps that resemble hypercube graphs. Hypercube graph is an n-dimensional analogue of a square (n=2) and a cube (n=3). Hypercube generator starts with option File > Generate > Hypercube graph generator. Generator requests the dimension (n) of created hypercube. Topics represent hypercube vertices and associations hypercube edges. Basename pattern for vertices is hypercube vertex n where n is a vector of variable length representing the edge path from initial point (0 dimensional cube). Note also Wandora's Platonic solid graph generator that can be used to create 3-hypercubes also known as regular 3 dimensional cubes. Platonic solid graph generator created graphs are not topic-compatible with graphs created with hypercube graph generator.
Below is an example screenshot of Wandora viewing a 4 dimensional hypercube graph.
