Monthly Journal: Publishes the methodological and theoretical role of mathematics and mathematical applications underpinning scientific research.
Zahraa A. Nema, Ahmed H. Alwan
In this paper: Assume that U is a left R-semimodule, R is an abelian semiring with nonzero identity. The co-intersection graphs of U, indicated by G(U), an undirected graph whose nods set is the collection of all no...
Hossein Sahebi Fard, Elham Dastranj
In this paper: This paper investigates two nonlinear Black-Scholes models, which are fundamental in options pricing under conditions where market volatility is non-constant. To address the inherent complexity in the...
Mariam Al-Azaizeh, Khaldoun Al-Zoubi
In this paper: In this paper, we present the concept of Gr-W-Q-n-AS. We provide several results regarding Gr-W-Q-n-AS.
Syeda Tehmina Ejaz, Safia Malik, Ali Akgül, Murad Khan Hassani
In this paper: This article presents a novel approach for solving the one-dimensional second-order telegraph equation along with Dirichlet boundary conditions. The method is based on the subdivision collocation tech...
J. Ettayb
In this paper: In the present paper, we extend the concepts of pseudo-spectra and condition pseudo-spectra of any closed relations in non-Archimedean Banach spaces. Moreover, many results are proved about them.
Khaled Berrah, Saurabh Manro, Said Beloul, Rajinder Sharma
In this paper: The current research, with its practical applications, aims to develop a common fixed point theorem in complex-valued b-metric spaces employing Pata’s contraction. Our results extend, generalize, and...
Zakaria Boumezbeur
In this paper: This article explores the LpG(W)-continuity of the solution to neutral stochastic differential equations, under nonlinear growth and contraction conditions, in the context of G-expectation theory. A p...
Benny Yong, Jonathan Hoseana, Livia Owen
In this paper: As new COVID-19 variants continue to emerge globally, we develop an SISI-type mathematical model to determine whether the transmission risks arising when such a new variant enters Indonesia can be mit...
H. A. Agwa, M. Hamam
In this paper: The present paper investigates the oscillatory behaviour of the differential equation (r(t)(z’(t))γ)’ = p(t)zβ(δ(t)), t ≥ t0, in all possible cases for γ and β, where δ(t) is a mixed argument. The ob...
Jihed Hattab
In this paper: In recent times, the mixed multifractal analysis has generated interest. The purpose of this paper is twofold. Firstly, we define the mixed multifractal Hewitt-Stromberg measures and introduce a multi...
Ali Khalouta
In this paper: The key objective of this manuscript is to present new results for solving non-constant coefficients ordinary differential equations using a new integral transform called Khalouta transform (KhT). Thi...
S. Y. Tchoumi, C. W. Chukwu, M. L. Diagne, H. Rwezaura, J. M. Tchuenche
In this paper: Malaria is an infectious vector-borne disease spread by infected mosquitoes, while typhoid fever is contracted by either drinking water or eating food contaminated with the Salmonella typhoid bacteri...
Yazen. M. Alawaideh, B. Abu-Izneid, Bashar. M. Al-Khamiseh, Dumitru Baleanu
In this paper: We explore classical fields by employing fractional differentials via the fractional Hamilton-Jacobi equation. Specifically, the fractional Hamiltonian equations are established for a particular scena...
Shatha Abdul-Hussein Kadhim, Shaimaa Abdul-Hussein Kadhim, Mohammed Yahya Abed
In this paper: In this paper, we introduce the concept of fuzzy statistical convergent in norm (Fsc1n-Convergent) and (Fsc1n-Cauchy) for sequence in fuzzy normed Riesz spaces (FNRS) and study some outcomes related t...
Ziad Zahreddine
In this paper: The Routh-Hurwitz Criterion is closely related to the stability of a continuous-time system of differential equations. Its main concern is the determination of the number of zeros of the characteristi...
Zahraa Sahib Ktran, Bushra Kadhum Awaad
In this paper: Smart grids have made power systems to be efficient, reliable and sustainable thus the importance of integrating smart grids into F-differential equation to F-boundary problem necessitates the use of...
Gulnaz Berikkhanova
In this paper: This study aims to investigate the theoretical dimensions of employing inhomogeneous biharmonic equations in the modelling of plates and shells. The methodologies utilised include the analytical metho...
Erlina Nita Sumadya, Bevina D. Handari, Dipo Aldila, Bayu Prihandono
In this paper: We propose a mathematical model for disease transmission which incorporates the effect of non-compliance of quarantine intervention. This model uses the spread of infection in the form of a nonstandar...
K. Dinesh, Eriola Sila, Kastriot Zoto, B. Shoba, Doaa Rizk
In this paper: This work broadens fixed point (FP) theory by introducing results within the setting of digital parametric metric spaces (DPMS). Motivated by the discrete nature of digital data and the flexibility of...
V. Shyamaladevi, G. K. Revathi
In this paper: In the framework of q*-rung orthopair neutrosophic topological space(q*-RONTS), this study focuses on establishing and analyzing separation axioms, such as N*qn T0, N*qn T1 and N*qnT2. The paper expl...
J. J. Mershia Rabuni, R. Mehala Devi, S. Subhalakshmi, J. Sudha
In this paper: In this manuscript, we introduce the idea of operation approach on on spherical fuzzy soft topology (𝒮𝓕𝒮 𝒯) and analyse its characteristics in spherical fuzzy soft topological space. Also, we define 𝒮...
Install Journal of Interdisciplinary MathematicsFaster access from your home screen
