C. Busch

most citedConjugacy classes of p-torsion in symplectic groups over S-integers

2 citations · 3 across the 2 of their papers we have counts for

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math.GR2018

The Yagita invariant of symplectic groups of large rank

Cornelia M. Busch, Ian J. Leary

Fix a prime $p$ , and let $R$ be any subring of the complex numbers that is either integrally closed or contains a primitive $p$ th root of 1. For each $n \geq p - 1$ we compute the Yag…

math.GR2005★ 2 cited

Conjugacy classes of p-torsion in symplectic groups over S-integers

Cornelia M. Busch

For any odd prime $p$ we consider representations of a group of order $p$ in the symplectic group $S p (p - 1, Z [1/ n])$ of $(p - 1) \times (p - 1)$ -matrices over the ring $Z [1/ n]$ , $0\neq n\i…

math.GR2005★ 1 cited

On p-periodicity in the Farrell cohomology of Sp(p-1,Z[1/n])

Cornelia M. Busch

We describe isomorphism patterns in the $p$ -primary part of the Farrell cohomology ring $H^^{*} (S p (p - 1, Z [1/ n]), Z)$ for any odd prime $p$ and suitable integers $0 \neq = n \in Z$ ,…