Results 31 to 40 of about 369 (191)
Representable semilattice-ordered monoids [PDF]
We show that no finite set of first-order axioms can define the class of representable semilattice-ordered monoids.
Robin Hirsch, Szabolcs Mikulás
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A Social Choice Analysis of the Borda Rule in a General Linguistic Framework [PDF]
In this paper the Borda rule is extended by allowing the voters to show their preferences among alternatives through linguistic labels. To this aim, we need to add them up for assigning a qualification to each alternative and then to compare such ...
José Luis García-Lapresta +2 more
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Shift Filter of Quasi-ordered Residuated Systems
The concept of residuated relational systems ordered under a quasi-order relation was introduced in 2018 by S. Bonzio and I. Chajda as a structure $\mathfrak{A} = \langle A, \cdot, \rightarrow, 1, \preccurlyeq \rangle$, where $(A,\cdot)$ is a commutative
Daniel A. Romano
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A Shortcut from Categorical Quantum Theory to Convex Operational Theories [PDF]
This paper charts a very direct path between the categorical approach to quantum mechanics, due to Abramsky and Coecke, and the older convex-operational approach based on ordered vector spaces (recently reincarnated as "generalized probabilistic theories"
Alexander Wilce
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Algebraic Geometry Over Complete Lattices and Involutive Pocrims
An involutive pocrim is a resituated integral partially ordered commutative monoid with an involution operator, consider as an algebra. In this paper it is proved that the variety of a finitely generated by involutive pocrims of finite type has a ...
Molkhasi Ali, Shum Kar Ping
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Additive monotones for resource theories of parallel-combinable processes with discarding [PDF]
A partitioned process theory, as defined by Coecke, Fritz, and Spekkens, is a symmetric monoidal category together with an all-object-including symmetric monoidal subcategory.
Brendan Fong, Hugo Nava-Kopp
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Subresiduated lattice ordered commutative monoids
No ...
Cornejo, Juan Manuel +2 more
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The X[[S]]-Sub-Exact Sequence of Generalized Power Series Rings
Let be a ring, a strictly ordered monoid, and K, L, M are R-modules. Then, we can construct the Generalized Power Series Modules (GPSM) K[[S]], L[[S]], and M[[S]], which are the module over the Generalized Power Series Rings (GPSR) R[[S]].
Wesly Agustinus Pardede +2 more
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COGENERATOR AND SUBDIRECTLY IRREDUCIBLE IN THE CATEGORY OF S-POSETS [PDF]
In this paper we study the notions of cogenerator and subdirectlyirreducible in the category of S-poset. First we give somenecessary and sufficient conditions for a cogenerator $S$-posets.Then we see that under some conditions, regular injectivityimplies
Gholamreza Moghaddasi
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On Naturally Ordered Abundant Semigroups with an Adequate Monoid Transversal
In this paper, we study a class of naturally ordered abundant semigroups with an adequate monoid transversal, namely, naturally ordered concordant semigroups with an adequate monoid transversal.
Wei Chen
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