Results 61 to 70 of about 268 (104)
HYPERHROUPS AND Hv-GROUPS ASSOCIATED TO ELEMENTS WITH FOUR OXIDATION STATES [PDF]
The theory of hyperstructures is of great importance due to its connections to various fields of Science. $H_v$-structures are hyperstructures where the equality is replaced by the nonempty intersection. This class of the hyperstructures is very large so
Al-Jinani, Rawia +2 more
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On the g-hypergroupoids associated with g-hypergraphs
In this paper, we associate a partial g-hypergroupoid with a given g-hypergraph and analyze the properties of this hyperstructure. We prove that a g-hypergroupoid may be a commutative hypergroup without being a join space. Next, we define diagonal direct product of g-hypergroupoids.
Farshi, Mehdi +2 more
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Augmented Homotopical Algebraic Geometry
We develop the framework for augmented homotopical algebraic geometry. This is an extension of homotopical algebraic geometry, which itself is a homotopification of classical algebraic geometry.
Balchin, Scott
core
Contributo alle iperstrutture matroidali
In this paper we continue the investigation of matroidal hyperstructures, introduced in [8], [9], [15], [17], [22]. In the first section, we define the sub-hypergroupoid [A] generated by a subset A of an hypergroupoid (H, •).
Domenico Freni
doaj
Structured Multisystems and Multiautomata Induced by Times Processes [PDF]
V disertační práci diskutujeme binární hyperstruktury obecných lineárních diferenciálních operátorů druhého řádů a speciálně operátorů Jacobiho tvaru. Tyto operátory jsou motivovány modely specifických časových procesů.
Křehlík, Štěpán
core
Applicazioni (h,A)-lineari omomorfismi di M_A-ipergruppoidi
In the papers [9], [10] we introduced and studied M_λ -hypergroupoids; also, we obtained some results on the automorphism group of a G_ λ -hypergroupoid.
Domenico Freni
doaj
AN EXAMPLE OF A JOIN SPACE ASSOCIATED WITH A RELATION [PDF]
In this paper a join spaces associated with a binary relation is ...
Leoreanu, Laurenţiu
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Fuzzy sets in $\le$-hypergroupoids
This paper serves as an example to show the way we pass from ordered groupoids (ordered semigroups) to ordered hypergroupoids (ordered hypersemigroups), from groupoids (semigroups) to hypergroupoids (hypersemigroups). The results on semigroups (or on ordered semigroup) can be transferred to hypersemigroups (or to ordered hypersemigroups) in the way ...
openaire +2 more sources
Fuzzy upper bounds in groupoids. [PDF]
Ahn SS, Kim YH, Neggers J.
europepmc +1 more source

