Results 201 to 210 of about 31,145 (240)
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Construction of a minimal realization and monoid for a fuzzy language: a categorical approach
Journal of Applied Mathematics and Computing, 2014S P Tiwari, Anupam K Singh
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The V-monoid of a weighted Leavitt path algebra
Israel Journal of Mathematics, 2018We compute the V-monoid of a weighted Leavitt path algebra of a rowfinite weighted graph, correcting a wrong computation of the V-monoid that exists in the literature.
R. Preusser
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Monoids, Krull Monoids, Large Monoids
2019In this chapter, we review what we will need in the rest of the book as far as commutative monoids are concerned. This will show how much we assume of the reader. The contents of Sections 1.5 and 1.7 are exceptions: they are completely independent of the rest of the chapter.
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Algebra universalis, 2011
The notion almost-Schreier monoid is introduced and investigated. Here, a monoid means a (multiplicative) commutative semigroup with \(1\) and \(0\), such that the semigroup without \(0\) is cancellative; an example to keep in mind is a domain when only multiplication is considered as operation.
Dumitrescu, Tiberiu, Khalid, Waseem
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The notion almost-Schreier monoid is introduced and investigated. Here, a monoid means a (multiplicative) commutative semigroup with \(1\) and \(0\), such that the semigroup without \(0\) is cancellative; an example to keep in mind is a domain when only multiplication is considered as operation.
Dumitrescu, Tiberiu, Khalid, Waseem
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Algebraic Monoids and Renner Monoids
2014We collect some necessary concepts and principles in the theory of linear algebraic monoids which apply to further investigation on other topics such as the classification of reductive monoids, representations of algebraic monoids, monoids of Lie type, cell decompositions, monoid Hecke algebra, and monoid schemes.
Zhenheng Li, Zhuo Li, You’an Cao
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Semigroup Forum, 2014
We model the behavior of a fifo-queue as a monoid of transformations that are induced by sequences of writing and reading. We describe this monoid by means of a confluent and terminating semi-Thue system and study some of its basic algebraic properties ...
Martin Huschenbett +2 more
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We model the behavior of a fifo-queue as a monoid of transformations that are induced by sequences of writing and reading. We describe this monoid by means of a confluent and terminating semi-Thue system and study some of its basic algebraic properties ...
Martin Huschenbett +2 more
semanticscholar +1 more source
ACM SIGPLAN Notices, 2012
The monoid is a humble algebraic structure, at first glance even downright boring. However, there's much more to monoids than meets the eye. Using examples taken from the diagrams vector graphics framework as a case study, I demonstrate the power and beauty of monoids for library design.
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The monoid is a humble algebraic structure, at first glance even downright boring. However, there's much more to monoids than meets the eye. Using examples taken from the diagrams vector graphics framework as a case study, I demonstrate the power and beauty of monoids for library design.
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1992
These are sketchy lecture notes intended to show that the concepts of divisibility, prime elements and prime-decompositions are most efficiently treated in the framework of monoids. The results then apply both to the multiplicative monoid of the natural numbers and that of the monic polynomials over a field.
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These are sketchy lecture notes intended to show that the concepts of divisibility, prime elements and prime-decompositions are most efficiently treated in the framework of monoids. The results then apply both to the multiplicative monoid of the natural numbers and that of the monic polynomials over a field.
openaire +1 more source
Transformation monoids with finite monoidal intervals
Algebra universalis, 2017In this paper, we investigate transformation monoids that are built up from inverse transformation monoids constructed from finite lattices by adding all the unary constant transformations. We give a complete description for the corresponding monoidal intervals in the clone lattice.
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A characterization of weakly Krull monoid algebras
Journal of Algebra, 2022Victor Fadinger, Daniel Windisch
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