Home | Quick Search | Advanced Search | Bibliography submission | Bibliography submission using bibtex | Bibliography submission using bibtex file | Links | Help | Internal

Details:

   
TitleThe Solution Module (of N-Dimensional Sequences) of an Ideal Containing (X_1^(M_1) - 1, ... , X_n^(M_n) - 1)
Author(s) Graham H. Norton
TypeTechnical Report, Misc
AbstractWe study the solution module (of n-dimensional sequences over a domain R) of an ideal containing (X_1^(M_1) - 1, ... ,X_n^(M_n) - 1) and generalize the known (1-dimensional) result for the solution space of an ideal of Fq [X] containing (X^M -1). We show how to compute a groebner basis for the solution module, and apply this to compute the dual and check ideal of a 2-dimensional cyclic code (without using roots of unity or a semisimplicity hypothesis).
LanguageEnglish
Year2001
MonthJuly
Edition0
Translation No
Refereed No
Webmaster