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verret

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When Cayley graphs of the symmetric group wrt generating sets of transpositions are isomorphic?

Regular graph of order 50, degree 7 and Automorphism group of order 288000. How to check if it is Cayley

Highly symmetric 6-regular graph with 20 vertices

vertex-transitive graphs of order 10 with full automorphism group $A_5$ or $S_5$.

Confused about orbits

Semiregular subgroups of automorphism group of cayley graphs

How many matrices are possible for the given arrangement?

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co.combinatorics× 4
graph-theory× 3
permutation-groups× 2
algebraic-graph-theory× 2
symmetry
spectral-graph-theory
nt.number-theory
matrices
graph-colorings
gr.group-theory

finite-groups
automorphism-groups

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