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Questions about the branch of algebra that deals with groups.
1
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Isomorphism with fixed number of Permutations [closed]
Suppose, I have a fixed number of permutations for each sub-graph to determine isomorphism of whole graph. Is it possible to determine efficiently ?
For example, $G, H$ are isomorphic graphs. For …
2
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0
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Classification of Automorphism set of a Regular graph
Let $A$ be the adjacency matrix of an $r$-regular graph $G$ with $n$ vertices (Not complete or cycle graph) . Also, let $Aut(G)$ be the set of all its automorphisms (i.e. set of permutation matrices) …