Author: Zavarnitsin A.
Publisher: Springer Publishing Company
ISSN: 0002-5232
Source: Algebra and Logic, Vol.45, Iss.2, 2006-03, pp. : 106-116
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Abstract
An exhaustive solution is given to the recognition-by-spectrum problem for finite, simple, three-dimensional unitary groups. For every such group, the number of non-isomorphic, finite, isospectral groups is determined. In particular, a new counterexample to Problem 13.63 in the Kourovka Notebook is furnished.
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