Results 91 to 100 of about 6,864 (172)
The Artin monoid Cayley graph [PDF]
\ua9 2024 European Mathematical Society.In this paper, we investigate properties of the Artin monoid Cayley graph. This is the Cayley graph of an Artin group A with respect to the (infinite) generating set given by the associated Artin monoid AC .
Rees S +3 more
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We present an open-closed topological quantum field theory for inverse monoids which generalizes the theory of principal fiber bundles with finite gauge group over Riemann surfaces with boundary.
Jan Troost
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A criterion of the existence of an embedding of a monothetic monoid into a topological group
Using properties of unitary Cauchy filters on monothetic monoids, we prove a criterion of the existence of an embedding of such a monoid into a topological group.
Averbukh Boris G.
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This report introduces the inverse map monoid. The monoid was found by exploring the space of all inverted maps. This monoid will build inverted maps which are bundles. The monoid is isomorphic to the monoid of maps.
Arthur Hughes
core
Ring monoid yang bersifat unit Additive
INDONESIA : Ring monoid A[M] merupakan salah satu konstruksi dalam teori ring yang dibentuk dari suatu ring komutatif A dan suatu monoid komutatif M.
Fadel, M.
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Factorization in monoid domains [PDF]
In this work, we study several factorization properties in a monoid domain which are weaker than unique factorization. In section 2, we investigate preliminary results of factorization in integral domains.
Kim, Hwankoo
core
An algebraic model for inversion and deletion in bacterial genome rearrangement. [PDF]
Clark C +3 more
europepmc +1 more source
A Semi-Self-Supervised Intrusion Detection System for Multilevel Industrial Cyber Protection. [PDF]
Ye F, Zhao W.
europepmc +1 more source
Hilbert series of right-angled affine Artin monoid $M(\widetilde{A}^{\infty}_{n})$
It is already proved that the growth rate of all the spherical Artin monoids is less than 4. In this paper, we find the Hilbert series of the associated right-angled affine Artin monoid M and also we discuss the recurrence relations and the growth of ...
Zaffar Iqbal +2 more
doaj
Some Model-Theoretic Properties of the Class of $T$-Pseudofinite $S$-Acts
The structure $\mathfrak{M}$ in a language $L$ is called {pseudofinite} if every sentence in a language $L$ true in $\mathfrak{M}$ has a finite model.
A.A. Stepanova +2 more
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