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27

COMBINATORICS
2007

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Statistics on the Multi-Colored Permutation Groups

13 years 11 months ago

Statistics on the Multi-Colored Permutation Groups

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We deﬁne an excedance number for the multi-colored permutation group i.e. the wreath product (Zr1 × · · · × Zrk ) Sn and calculate its multi-distribution with some natural parameters. We also compute the multi-distribution of the parameters exc(π) and ﬁx(π) over the sets of involutions in the multi-colored permutation group. Using this, we count the number of involutions in this group having a ﬁxed number of excedances and absolute ﬁxed points.

Eli Bagno, Ayelet Butman, David Garber

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COMBINATORICS 2007 | Excedance Number | Multi-colored Permutation Group | Wreath Product |

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Added	12 Dec 2010
Updated	12 Dec 2010
Type	Journal
Year	2007
Where	COMBINATORICS
Authors	Eli Bagno, Ayelet Butman, David Garber

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