Results 1 to 10 of about 995,884 (279)
Certain Generalized Prime elements [PDF]
International Journal of Advanced engineering, Management and Science, 2017 In this paper we study different generalizations of prime elements and prove certain properties of these ...
Chavan, A. N. (A), Manjarekar, C. S. (C)
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Prime, weakly prime and almost prime elements in multiplication lattice modules
Open Mathematics, 2016 In this paper, we study multiplication lattice modules. We establish a new multiplication over elements of a multiplication lattice module.With this multiplication, we characterize idempotent element, prime element, weakly prime element and almost prime ...
Ugurlu Emel Aslankarayigit +2 more
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Triangular Norm-Based Elements on Bounded Lattices
Axioms, 2023 In this study, we introduce the notion of the T-irreducible element as a generalization of the notion of the meet-irreducible element in complete lattices. We derive some related properties of these elements and T-prime elements.
Şerife Yılmaz, Rabia İşçi
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$4$-Regular prime graphs of nonsolvable groups [PDF]
International Journal of Group Theory, 2020 Let $G$ be a finite group and $\cd(G)$ denote the character degree set for $G$. The prime graph $\DG$ is a simple graph whose vertex set consists of prime divisors of elements in $\cd(G)$, denoted $\rho(G)$.
Donnie Kasyoki, Paul Oleche
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Elastic Properties and Prime Elements [PDF]
Results in Mathematics, 2006 The authors study various properties of the elasticity \(\rho(M)\) of a given commutative, cancellative, atomic monoid \(M\). Here \(\rho(M)\) is defined as supremum of \(\rho(x)=L(x)/l(x)\) (extended over all non-zero non-units), where \(L(x)\) (\(l(x)\), respectively) is the supremum (infimum, respectively) of the lengths of factorizations of \(x ...
Baginski, Paul +4 more
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On minimal spectrum of multiplication lattice modules [PDF]
Mathematica Bohemica, 2019 We study the minimal prime elements of multiplication lattice module $M$ over a $C$-lattice $L$. Moreover, we topologize the spectrum $\pi(M)$ of minimal prime elements of $M$ and study several properties of it.
Sachin Ballal, Vilas Kharat
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Semicircular elements induced by p-adic number fields [PDF]
Opuscula Mathematica, 2017 In this paper, we study semicircular-like elements, and semicircular elements induced by \(p\)-adic analysis, for each prime \(p\). Starting from a \(p\)-adic number field \(\mathbb{Q}_{p}\), we construct a Banach \(*\)-algebra \(\mathfrak{LS}_{p}\), for
Ilwoo Cho, Palle E. T. Jorgensen
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Relatively Prime Detour Domination Number of Some Switching Graphs
Ratio Mathematica, 2023 In this paper, we introduce the concept of relatively prime detour domination number for switching graph. If a set S ⊆ V is a detour set, a dominating set with at least two elements, and has (deg(u), deg(v)) = 1 for each pair of vertices u and v, then it
C Jayasekaran, L. G. Binoja
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Ribogospodarsʹka Nauka Ukraïni, 2021 Purpose. To determine main indicators of economic efficiency in the cultivation of age-1 common carp x Amur wild carp hybrids of different genesis in the conditions of industrial hybridization. Methodology. The material for the study were yearlings of
U. Kuts’ +4 more
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ON PROPERTIES OF PRIME IDEAL GRAPHS OF COMMUTATIVE RINGS
Barekeng, 2023 The prime ideal graph of in a finite commutative ring with unity, denoted by , is a graph with elements of as its vertices and two elements in are adjacent if their product is in . In this paper, we explore some interesting properties of .
Rian Kurnia +5 more
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