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Asian Research Journal of Mathematics

Published by SCIENCEDOMAIN international · ISSN (electronic) 2456-477X

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700

Articles indexed

0

2026 articles

700

Open access

2,910

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Articles (700)

Rationality Proof of Newton's Method for Finding Quadratic Trinomial Factors of Univariate Integer Coefficient Polynomials

Xintong Yang · Asian Research Journal of Mathematics · 2023

The method of finding quadratic trinomial factors for univariate integer coefficient polynomials, proposed by the famous mathematician Isaac Newton in his mathematical monograph Arithmetica Universalis, is novel and concise, and has attracted the attention of mathematicians such...

Open access Research Article 10.9734/arjom/2023/v19i10724

Cosmic Ray Detector Using Geiger Tubes and Coincident Pulses

Anna Reddy Saila Kumari & Ratnakaram Raghavendra · Asian Research Journal of Mathematics · 2023

Cosmic Rays (CRs) are extreme strength particles resigning from outside the Earth and transported through space. These atoms can considerably impact human fitness, aviation and photo electric suppliers. A high energy radiation from space indicator is a tool that detects and measu...

Open access Research Article 10.9734/arjom/2023/v19i10723

Pointwise Clique-Safe Domination in the Complement and Complementary Prism of Special Families of Graphs

John Mark R. Liwat & Rolito G. Eballe · Asian Research Journal of Mathematics · 2023

Let G = (V (G), E(G)) be any finite, undirected, simple graph. The maximun size of a clique containing a vertex \(\mathit{x}\) \(\in\) V (G) is called the clique centrality of \(\mathit{x}\) , denoted by \(\omega\)G (\(\mathit{x}\)) . A set D \(\subseteq\) V (G) is said to be a p...

Open access Research Article 10.9734/arjom/2023/v19i10722

Mathematical Modeling of Plants, Herbivore and Natural Enemies of Herbivores Interaction with Harvesting

Isaac K. Barasa & Samuel B. Apima · Asian Research Journal of Mathematics · 2023

Plant-herbivore-natural enemies of herbivores interaction is one of the basic interactions that drives of the ecosystem yields. In this interaction, plants are the primary food source for herbivores while natural enemies of herbivores depends on herbivores for food and on plants...

Open access Research Article 10.9734/arjom/2023/v19i10721

New Approaches for Solving Interpolation Problems and Homogeneous Linear Recurrence Relations

Lucas S. C. de Sa & E. V. Pereira Spreafico · Asian Research Journal of Mathematics · 2023

 This article presents a new approach to address the resolution of homogeneous linear recurrences of higher order and interpolation problems. By establishing an explicit formula for the entries of the inverse of generalized Vandermonde matrices, a fresh perspective on these mathe...

Open access Research Article 10.9734/arjom/2023/v19i9718

Solving The Hyperbolic Telegraph Equation Using a Modified Adomian Decomposition Method with an Invertible Partial Differential Operator

Saleem Nasser Alomari & Yahya Qaid Hasan · Asian Research Journal of Mathematics · 2023

In this paper, a modified Adomian decomposition method (MADM) for solving the hyperbolic telegraph equation is proposed. The MADM introduces a new inverse partial differential operator that can speed up the convergence rate of the standard ADM. We also present a technique for con...

Open access Research Article 10.9734/arjom/2023/v19i9719

Maintainability Modelling of Total Power Outage Data

N. P. Akpan & N. A. Bassey · Asian Research Journal of Mathematics · 2023

Sequel to the trend of the epileptic nature of electricity power supply in some part of the country, this paper provides a maintainability model for this problem in Uyo. Different statistical test were employed in the work. The data was subjected to both descriptive and inferenti...

Open access Research Article 10.9734/arjom/2023/v19i9716

Pointwise Clique-Safe Domination in Graphs

John Mark R. Liwat & Rolito G. Eballe · Asian Research Journal of Mathematics · 2023

Let G = (V (G),E (G)) be any finite, undirected, simple graph. The clique centrality of a vertex \(\mathit{x}\) \(\in\) V (G), denoted by \(\omega\)G (\(\mathit{x}\)), is the maximum size of a clique in G containing \(\mathit{x}\). A set D \(\subseteq\) V (G) is introduced in thi...

Open access Research Article 10.9734/arjom/2023/v19i9717