The primitive idempotents of a cyclic group algebra, II

Arora, S.K., Batra, S. and Cohen, S. (2005) The primitive idempotents of a cyclic group algebra, II. Southeast Asian Bulletin of Mathematics, 29(2), pp. 197-208.

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Explicit expressions are obtained for the complete set of primitive idempotents in FG, the semisimple group algebra of the cyclic group G of order 2n (n = 2) over the finite field F of prime power order q(odd), when q has order f(2n)/2 modulo 2n

Item Type:Articles
Glasgow Author(s) Enlighten ID:Cohen, Professor Stephen
Authors: Arora, S.K., Batra, S., and Cohen, S.
College/School:College of Science and Engineering > School of Mathematics and Statistics > Mathematics
Journal Name:Southeast Asian Bulletin of Mathematics

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