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A NEW CLASS OF CYCLIC CODES USING ORDERED POWER PRODUCT OF POLYNOMIALS
A NEW CLASS OF CYCLIC CODES USING ORDERED POWER PRODUCT OF POLYNOMIALS
Journal of applied mathematics & informatics. 2014. May, 32(3_4): 529-537
  • Received : August 20, 2013
  • Published : May 30, 2014
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Gaur, Ankita
Sharma, Bhudev

Abstract
The paper introduces a new product of polynomials defined over a field. It is a generalization of the ordinary product with inner polynomial getting non-overlapping segments obtained by multiplying with coefficients and variable with expanding powers. It has been called 'Ordered Power Product' (OPP). Considering two rings of polynomials $R_m[x]
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