MetaGraph
Project represents automatic metagraph visualization based on the principles of
force-directed algorithms.
Also you can create your own metagraph with this tool.
Definition . Metagraph is a construct S = <V, M, E>, where
V - set of metagraph vertices,
M - set of metavertices,
E - set of edges.
Metavertex is a vertex that includes some other vertices that called inner vertices for this metavertex.
Metagraph node is a vertex or a metavertex.
Metagraph edge is oriented pair of vertices e(mv_out ,mv_in), where mv_out - tail, mv_in - head.
Definition . Metagraph is a construct S = <V, M, E>, where
V - set of metagraph vertices,
M - set of metavertices,
E - set of edges.
Metavertex is a vertex that includes some other vertices that called inner vertices for this metavertex.
Metagraph node is a vertex or a metavertex.
Metagraph edge is oriented pair of vertices e(mv_out ,mv_in), where mv_out - tail, mv_in - head.