Orthogonal systems and permutation polynomial vectors over modular algebras



Document title: Orthogonal systems and permutation polynomial vectors over modular algebras
Journal: Revista de la Academia Colombiana de Ciencias Exactas, Físicas y Naturales
Database: PERIÓDICA
System number: 000359113
ISSN: 0370-3908
Authors: 1
2
Institutions: 1Universidad Distrital "Francisco José de Caldas", Bogotá. Colombia
2Universidad Nacional de Colombia, Bogotá. Colombia
Year:
Season: Jun
Volumen: 36
Number: 139
Pages: 237-242
Country: Colombia
Language: Inglés
Document type: Artículo
Approach: Analítico, descriptivo
Spanish abstract Resultados sobre sistemas ortogonales y vectores de polinomios de permutaci´on se extienden a las ´algebras modulares de la forma Lν = K[X]/(p(X)ν ), donde K es un cuerpo finito, p(X) ∈ K[X] un polinomio irreducible, ν = 1, 2, . . . y al ´algebra de las series potenciales formales L[[Z]], donde L1 = K[X]/(p(X)) = L
English abstract Known results on orthogonal systems and permutation polynomials vectors over finite fields are extended to modular algebras of the form Lν = K[X]/(p(X)ν ), where K is a finite field, p(X) ∈ K[X] is an irreducible polynomial, ν = 1, 2, . . ., and to the algebra of formal power series L[[Z]], where L1 = K[X]/(p(X)) = L
Disciplines: Matemáticas
Keyword: Matemáticas puras,
Algebras modulares,
Sistemas ortogonales,
Polinomio de permutación,
Vectores
Keyword: Mathematics,
Pure mathematics,
Modular algebras,
Orthogonal systems,
Permutation polynomial,
Vectors
Full text: Texto completo (Ver HTML)