A GENERALIZATION OF REDFIELD’S MASTER THEOREM

Authors

  • Valentin Vankov Iliev

Keywords:

automorphism groups of superpositions of graphs, monomial representations of the symmetric group

Abstract

Generalizations of Redfield's master theorem and the superposition theorem are proved by using decomposition of the tensor product of several induced monomial representations of the symmetric group $S_d$ into transitive constituents. As direct consequences, several corollaries concerning superpositions of graphs are obtained.

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Published

2003-12-12

How to Cite

Vankov Iliev, V. (2003). A GENERALIZATION OF REDFIELD’S MASTER THEOREM. Ann. Sofia Univ. Fac. Math. And Inf., 95, 91–98. Retrieved from https://ftl5.uni-sofia.bg/index.php/fmi/article/view/179

Issue

Vol. 95 (2003): Ann. Sofia Univ. Fac. Math and Inf.

Section

Articles