CYCLIC CODES ASSOCIATED TO MUFFIN IDEALS OVER QUATERNION INTEGER RING (-1,-1)/zp ) | Asian Journal

We build cyclic codes for Muffin ideals over quaternion integer rings-(-1,-1/zp ), where zp is the finite field integers modulo odd prime p. For these cyclic codes, we also obtain a generator matrix in conventional form. The Mannheim distance of these cyclic codes is also determined.

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