Results 71 to 80 of about 131 (99)
Prime hyperideal in multiplicative ternary hyperrings
International Journal of Algebra, 2016 Md. Salim, T. K. Dutta
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On (2, n)-Hyperideals of Commutative Multiplicative Hyperrings
We introduce and study (2, n)-hyperideals in commutative multiplicative hyperrings, a new class of hyperideals that simultaneously generalizes n-hyperideals and 2-absorbing primary hyperideals. Our central result characterizes (2, n)-hyperideals intrinsically: a proper hyperideal I is a (2, n)-hyperideal if and only if it is 2-absorbing primary and √I =
Elif Özel Ay, Gürsel Yeşilot
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Multiple Intracranial Aneurysms Associated with Hyper-IgE Syndrome
Internal Medicine, 2012 Takeuchi, Satoru +3 more
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Some Results On Prime And 2-Absorbing Primary C-Ideals Of Multiplicative Hyperring
, 2018 YEŞİLOT, Gürsel, Aytaç, Neslihan
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Polynomials over multiplicative hyperrings
Journal of Discrete Mathematical Sciences and Cryptography, 2003Abstract We build a polynomials multiplicative hyperring over a multiplicative hyperring A and identify properties of A which are necessary for this construction.
ROTA, Rosaria, PROCESI R.
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The hyperring of adèle classes
Journal of Number Theory, 2011 TextWe show that the theory of hyperrings, due to M. Krasner, supplies a perfect framework to understand the algebraic structure of the adèle class space HK=AK/K× of a global field K. After promoting F1 to a hyperfield K, we prove that a hyperring of the
Alain Connes, Caterina Consani
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On 2-absorbing and 2-absorbing primary hyperideals of a multiplicative hyperring
Cogent Mathematics, 2017 exaly +2 more sources
On some classes of hyperstructures
Discrete Mathematics, 1999 The paper contains several theorems which show the connections between different multiplicative hyperstructures such as hyperdomain, strong hyperdomain, integral hyperring. The case of hyperstructures with unity and weak unity is also studied.
R Rota
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Multiplicative \(F^{(m,n)}\)-hyperrings
J. Intell. Fuzzy Syst., 2016Summary: In this article, after describing some examples to explain the concept of fuzzy multiplicative \((m,n)\)-hyperrings (\(F^{(m,n)}\)-hyperrings), we will offer some related properties. Also, by defining \(F\)-hyperideals and regular relations, we will study the quotient of multiplicative \(F^{(m,n)}\)-hyperrings.
Mehdi Farshi, Bijan Davvaz
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Hyper-bent Multiple-Valued Functions
2013Hyper-bent functions constitute a subset of bent functions and are harder to approximate than bent functions, making them particularly attractive for cryptographic applications. In the multiple-valued world, up to now, characterization and generation of hyper-bent functions represent an interesting challenging mathematical problem.
Claudio Moraga +3 more
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