Cyclotomic Cosets of Primitive Idempotents in Semi Simple Ring
Ranjeet Singh
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Source: Crossref
Published: Sep 17, 2026
DOI: 10.14445/22315373/ijmtt-v72i8p102
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We consider the ring π 16ππππ = πΊπΉ(π)[π₯]/(π₯16ππππ β 1)where π,π,π are distinct odd primes, l is a primitive root, both modulo ππ and ππ such that πππ(π(ππ),π(ππ))= π .Explicit expressions for all the 16(π Γ π Γ π + π + π +1) Cyclotomic Coset are obtained, π does not divide qβ1 and π is of the form 16k+1.
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