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Decomposing Induced Characters of the Centralizer of an $N$-cycle in the Symmetric Group on $2N$-elements by Ricci, Joseph is a scholarly article available to read on EtoBox.

What is Decomposing Induced Characters of the Centralizer of an $N$-cycle in the Symmetric Group on $2N$-elements about?

We give explicit multiplicities and formulas for multiplicities of characters appearing in the decomposition of the induced character Ind^{S_{2n}}_{C_{S_{2n}}({\sigma})} 1_C, where {\sigma} is an n-cycle, C_{S_{2n}}({\sigma}) is the centralizer of {\sigma} in S_{2n}, and 1_C denotes the trivial character on C_{S_{2n}}({\sigma}).

Author

Ricci, Joseph

Published

2012

Language

EN