Journal of Algebra, Number Theory: Advances and Applications
OVER A FINITE FIELDAuthor's: Amita Sahni and Poonam Trama Sehgal
Pages: [41] - [64]
Received Date: July 13, 2015
Submitted by:
DOI: http://dx.doi.org/10.18642/jantaa_7100121523
Let 
be a finite field with 
elements, where is an odd prime power. We explicitly
determine the 
codes of length 
over and their duals in terms of the generator
polynomials, where 
are distinct odd primes coprime to
All the repeated root constacyclic codes
of length 
over 
and their duals are also characterized in
terms of the generator polynomials. The number of such codes have also
been found.
constacyclic codes, generator polynomials, dual codes, cyclotomic cosets.
