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Localization of tetravalent modal algebras
(World Scientific, 2018-10)
The main aim of this paper is to define the localization of a tetravalent modal algebra (Formula presented.) with respect to a topology (Formula presented.) on (Formula presented.). In Sec. 5, we prove that the tetravalent ...
Total Ring of fractions of skew PBW extensions
(2014)
We study the Gelfand Kirillov conjecture for some algebras and rings, we use similar tools for studying the ring of fractions of skew PBW extensions, establishing isomorphisms between algebras and rings. Particular cases ...
Are you ready for calculus I?R U ready for calculus I?
(Mathematics Archives (MathArchives), 2011)
Are you ready for calculus I?R U ready for calculus I?
(Mathematics Archives (MathArchives), 2016)
A view toward the geometry of normalizing sequences in finitely semi-graded algebras
(Bogotá - Ciencias - Maestría en Ciencias - MatemáticasDepartamento de MatemáticasUniversidad Nacional de Colombia - Sede Bogotá, 2020-05-15)
En este trabajo vemos el comportamiento de la sucesión normalizadora en
álgebras semi-graduadas. Primero, definimos la sucesión regular y el complejo de Koszul
en el caso conmutativo. Usando la variedad de ideales máximos, ...
Localization of semi-Heyting algebras
(University of Craiova, 2016-12)
In this note, we introduce the notion of ideal on semi-Heyting algebras which allows us to consider a topology on them. Besides, we define the concept of F−multiplier, where F is a topology on a semi-Heyting algebra L, ...
The tree of all fractions
(Wolfram Demonstration Project, 2016)