Services on Demand
Journal
Article
Indicators
- Cited by SciELO
- Access statistics
Related links
- Cited by Google
- Similars in SciELO
- Similars in Google
Share
Revista de la Academia Colombiana de Ciencias Exactas, Físicas y Naturales
Print version ISSN 0370-3908
Abstract
ACOSTA-SOLARTE, Pablo A. and ALBIS, Víctor S.. ORTHOGONAL SYSTEMS AND PERMUTATION POLYNOMIAL VECTORS OVER MODULAR ALGEGRAS. Rev. acad. colomb. cienc. exact. fis. nat. [online]. 2012, vol.36, n.139, pp.237-242. ISSN 0370-3908.
Known results on orthogonal systems and permutation polynomials vectors over finite fields are extended to modular algebras of the form , where K is a finite field, is an irreducible polynomial, = 1, 2, . . ., and to the algebra of formal power series , where L1 = K[X]/(p(X)) = L.
Keywords : Permutation polynomial; orthogonal systems; permutation polynomial vectors.