Vol. 13 (06) pp. 1268-1269 DOI: 10.21474/IJAR01/21190

CYCLOTOMIC COSETS IN THE RING

  • Department of Mathematics Govt. College Siwani (Bhiwani) (Haryana) India.
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Abstract

We consider the ringR_(2p^n q^m )=GF(l)[x]/(x^(2p^n q^m )-1) where p,q,l are distinct odd primes,l is a primitive root both modulo p^n and q^m such that gcd(p^n),(q^m))d.Explicit expressions for all the 2(m n d+m+n+1) Cyclotomic Cosets areobtained, p does not divide q-1 .

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How to Cite This Article

Ranjeet Singh (2025); CYCLOTOMIC COSETS IN THE RING, Int. J. of Adv. Res., 13 (06), 1268-1269, ISSN 2320-5407. DOI: https://doi.org/10.21474/IJAR01/21190

Corresponding Author

Dr. Ranjeet Singh
CBLU Bhiwani
India
Creative Commons Attribution 4.0 This work is licensed under a Creative Commons Attribution 4.0 International License.