Results 61 to 70 of about 11,503 (148)

Hybrid numbers with the view of multiplicative calculus

Kuwait Journal of Science
This paper defines a new number system called multiplicative hybrid numbers. A multiplicative hybrid number is one that satisfies the non-commutative multiplication criteria using any combination of multiplicative complex (𝑖 2⋆ ⋆ = −⋆1⋆ ), multiplicative
Umut Selvi, Derya Sağlam, Emel Karaca
doaj   +1 more source

On Dual Hyperbolic Guglielmo Numbers

Journal of Advances in Mathematics and Computer Science
In this research, the generalized dual hyperbolic Guglielmo numbers are introduced. Various special cases are explored (including dual hyperbolic triangular numbers, dual hyperbolic triangular-Lucas numbers, dual hyperbolic oblong numbers, and dual hyperbolic pentagonal numbers).
Bahadir Yilmaz, Yuksel Soykan
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Hyperbolic metamaterials-based plasmonic biosensor for fluid biopsy with single molecule sensitivity

EPJ Applied Metamaterials, 2017
Plasmonic sensors are one of the most powerful optical biosensors, which can be used for the detection of small numbers of molecules at ultra-low concentrations. However, the detection of dilute analytes of low molecular weight (
Sreekanth Kandammathe Valiyaveedu, ElKabbash Mohamed, Alapan Yunus, Ilker Efe Ilker, Hinczewski Michael, Gurkan Umut A., Strangi Giuseppe   +6 more
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Probabilities with Values in Scaled Hyperbolic Numbers

Advances in Applied Clifford Algebras
Abstract In this paper, we introduce a notion of a probabilistic measure which takes values in t-scaled hyperbolic numbers for $$t\in \mathbb {R}$$ t ∈ R
Daniel Alpay, Ilwoo Cho
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Parabolic Numbers: A New Perspective

Journal of New Theory
Thus far, many studies have been conducted on $p$-complex numbers. Depending on the sign of $p$, there are three cases: hyperbolic, dual, and elliptic. In the literature, dual numbers are called parabolic numbers, but they do not parameterize parabolas ...
Furkan Semih Dündar
doaj   +1 more source

Kähler hyperbolic manifolds and Chern number inequalities

Transactions of the American Mathematical Society, 2019
We show in this article that Kähler hyperbolic manifolds satisfy a family of optimal Chern number inequalities and that the equality cases can be attained by some compact ball quotients. These present restrictions to complex structures on negatively curved compact Kähler manifolds, thus providing evidence for the rigidity conjecture of S.-T. Yau.
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On Dual Hyperbolic Narayana and Narayana-Lucas Hybrid Quaternions

Universal Journal of Mathematics and Applications
In this present communication, we introduce the novel concepts of dual hyperbolic Narayana quaternions and dual hyperbolic Narayana-Lucas quaternions within the framework of hybrid numbers.
Pankaj Kumar, Shilpa Kapoor
doaj   +1 more source

A Fourth Order Finite Difference Scheme for the Solution of Intuitionistic Fuzzy Hyperbolic Partial Differential Equation

Fuzzy Information and Engineering
This paper aims to develop a fourth order fuzzy finite difference scheme to solve an intuitionistic fuzzy hyperbolic partial differential equation. The initial and boundary conditions of the intuitionistic fuzzy hyperbolic partial differential equation ...
Deepak Kumar Sah, Sreenivasulu Ballem
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Bridging the p-Special Functions between the Generalized Hyperbolic and Trigonometric Families

Mathematics
Here, we study the extension of p-trigonometric functions sinp and cosp family in complex domains and p-hyperbolic functions sinhp and the coshp family in hyperbolic complex domains.
Ali Hamzah Alibrahim, Saptarshi Das
doaj   +1 more source

On Dual Hyperbolic Generalized Woodall Numbers

Archives of Current Research International
In this work, we introduce the generalized dual hyperbolic Woodall numbers. As special cases, we study with dual hyperbolic Woodall, dual hyperbolic modified Woodall, dual hyperbolic Cullen numbers and dual hyperbolic modified Cullen numbers. Also, we present Binet’s formulas, generating functions, some identities, linear sums and matrices related with
Orhan Eren, Yuksel Soykan
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