FindGraphIsomorphism

Available

Finds vertex mapping between isomorphic graphs

Forms

FindGraphIsomorphism[g1, g2]

FindGraphIsomorphism[g1, g2, n]

FindGraphIsomorphism[{v -> w, …}, …]

Verified examplesFindGraphIsomorphism[CycleGraph[3], CycleGraph[4]] → {}map = (Normal /@ FindGraphIsomorphism[g, h])[[1]] → g

Run this on Qurak Search the reference

Topics

Discrete Mathematics - Graphs and Networks »
Graph Predicates - Global Structural Properties
Graph Properties And Measurements - Graph Isomorphism
New In100 Graphs And Networks - Isomorphisms
New In80 Alphabetical Listing - F

Related

IsomorphicGraphQ CanonicalGraph GraphAutomorphismGroup FindIsomorphicSubgraph FindSubgraphIsomorphism IsomorphicSubgraphQ VertexReplace FindShortestPath AcyclicGraphQ BipartiteGraphQ ConnectedGraphQ EulerianGraphQ

All 6300 functions · Use this from an MCP client