An Algebraic Construction Technique for Codes over Hurwitz Integers

Let α be a prime Hurwitz integer. Hα, which is the set of residual class with respect to related modulo function in rings integers, subset H, all integers. We consider left congruent and, domain related
 this study ZN(α), ring ordinary integers N(α) elements, norm integer α. In study, we present an algebraic construction technique, formed depending on
 two operations, for codes over Thereby, obtain residue size. addition, some results mathematical notations used functions, and technique upon functions. Moreover, presented graphs obtained by graph layout methods, such as spring, high-dimensional, spiral embedding,