Results 91 to 100 of about 628,271 (127)
Algebraic Hyperstructure of Observable Elementary Particles Including the Higgs Boson
Proceedings of the National Academy of Sciences, India Section A: Physical Sciences, 2018 The standard model (SM) of particle physics is a gauge-field theoretical model, produced of two non-abelian gauge groups and one abelian gauge group. This model has proved to be extremely successful during the past three decades. The Higgs boson which plays a unique role in the SM was the last part of the SM that was experimentally verified in 2012. In
Bijan Davvaz +2 more
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Inheritance examples of algebraic hyperstructures
Information Sciences, 2012 Algebraic hyperstructures represent a natural extension of classical algebraic structures. In a classical algebraic structure, the composition of two elements is an element, while in an algebraic hyperstructure, the composition of two elements is a set. Algebraic hyperstructure theory has many applications in other disciplines. The main purpose of this
Bijan Davvaz +2 more
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Chemical Salt Reactions as Algebraic Hyperstructures
, 2019 A salt metathesis reaction is a chemical process involving the exchange of bonds between two reacting chemical species, which results in the creation of products with similar or identical bonding affiliations. Hyperstructure theory is studied from the theoretical point of view and for its applications.
Dariush Heidari +2 more
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Models and Theories in Social Systems, 2018 In this chapter we include several examples of concepts of the algebraic hyperstructure theory, which are all based on the concept of ordering. We also show how these concepts could be linked. The reason why we make this selection, is the fact that, in social sciences, objects are often linked in two different ways, which can be represented by an ...
Michal Novák
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Algebraic hyperstructures associated to biological inheritance
Mathematical Biosciences, 2017 After introducing the notion of hyperstructures about 80 years ago, a number of researches on its applications have been done. This paper can be considered as one of its applications on Biology. It is well known that biological inheritance is related to Mathematics in the sense of probability.
M. Al Tahan, Bijan Davvaz
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An investigation on ordered algebraic hyperstructures
Acta Mathematica Sinica, English Series, 2017 The idea of an algebraic hyperstructures is to replace one or more of the operations of an ordinary algebraic structure (e.g., a group) with a hyperoperation (to get a hypergroup). A hyperoperation is a binary operation that assigns to two elements a uniquely defined subset of the given set.
Saber Omidi, Bijan Davvaz, Jianming Zhan
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Some algebraic hyperstructures related to zero forcing sets and forcing digraphs
Journal of Algebra and Its Applications, 2018 A zero forcing set is a new concept in Graph Theory which was introduced in recent years. In this paper, we investigate the relationship between zero forcing sets and algebraic hyperstructures. To this end, we present some new definitions by considering a zero forcing process on a graph [Formula: see text].
M. Golmohamadian +2 more
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Weak Algebraic Hyperstructures as a Model for Interpretation of Chemical Reactions
, 2016 Summary: The concept of weak algebraic hyperstructures or \(H_v\)-structures constitutes a generalization of the well-known algebraic hyperstructures (semihypergroup, hypergroup and so on). The overall aim of this paper is to present an introduction to some of the results, methods and ideas about chemical examples of weak algebraic hyperstructures.
Bijan Davvaz
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Algebraic Hyperstructures and Applications
Algebraic Hyperstructures and Applications, 1991 Thomas Vougiouklis
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