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4 results found.

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Construction of Arcs (k, 5) - at the level of Dizark PG (2,9) (*)
Article
Article
Abdulkhalik Yaseen et al · University of Mosul, College of Education for Pure Science · 2009 · ISSN 1812-125X
Abstract A (k,n) – arc in the finite projective PG(2,q) is defined to be the set K which is composed of k points such that there is a line passes through n points but no line can pass through more than n points. A (k,n...
LCC TENDOkVkdWNhdGlvbg~~; LCC:Science (General)Idioma English
Acceso abiertoRuta libre sin proxy. Acceso recomendado cuando no hay suscripción activa.
Open Access
Projective modules and Gröbner bases for skew PBW extensions
Article
Article
Lezama Serrano, José Oswaldo et al · Polish Academy of Sciences. Institute of Mathematics · 2017 · ISSN 0012-3862
Many rings and algebras arising in quantum mechanics, algebraic analysis, and non-commutative algebraic geometry can be interpreted as skew PBW (Poincare- Birkhoff Witt) extensions. In the present paper we study two aspe...
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Material complementario
Applications of the Projective Space PG (3,8) in Coding Theory
Article
Article
Marwa Almstufa et al · University of Mosul, College of Education for Pure Science · 2023 · ISSN 1812-125X
The main objective of this research is to present the relationship between the subject of coding theory and three-dimensional projection space in the eighth field. We found the points, lines, and planes of the Galois fie...
LCC TENDOkVkdWNhdGlvbg~~; LCC:Science (General)Idioma English
Acceso abiertoRuta libre sin proxy. Acceso recomendado cuando no hay suscripción activa.
Open Access
Stable rank of down-up algebras
Article
Article
Gallego, Claudia et al · Academic Press Inc Elsevier Science · 2019 · ISSN 0021-8693
We investigate the behavior of finitely generated projective modules over a down-up algebra. Specifically, we show that every noetherian down-up algebra A(α,β,γ) has a non-free, stably free right ideal. Further, we co...
Idioma English
El enlace apunta a material asociado, anexos, tablas, datos o página complementaria. No se marca como libro/texto completo.
Material complementario
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