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Abstract
Let G be a soluble group of odd order generated by the conjugacy class of an element g of prime order p. Let V be a faithful G-module over any field and CV (g) be the fixed-point subspace of g on V. We prove that .
Received: 2010-01-25
Published Online: 2010-07-21
Published in Print: 2011-January
© de Gruyter 2011