Contemporary Mathematics is a bimonthly peer-reviewed scientific journal. Our ultimate goal is to make the journal an important source for publishing high quality papers related to the development of contemporary mathematics as well as a continuing and evolving source of interesting and relevant problems for researchers.
The scope of this journal includes theoretical, numerical, and experimental studies in all fields of mathematics and the mathematical sciences. A broad spectrum of topics are covered: mathematical theory, pure mathematics, algebra, geometry and topology, complex analysis, differential equations, industrial mathematics, computational mathematics, discrete mathematics, applied mathematics, mathematical statistics, etc.
Impact Factor (2025) 1.4
Special Issue: Mathematics for the Next Decades: Innovations from Saudi Arabia
Jun 04,2026Special Issue: High-Performance Computing for Mathematical Problems
Oct 10,2025Celebrating CM Editorial Board Members Recognized in the World's Top 2% Scientists 2025
Jun 19,2025Contemporary Mathematics Achieves 2024 Impact Factor of 2.5 and Q1 Ranking
Jan 13,2025Contemporary Mathematics Changes Publication Frequency from Quarterly to Bi-Monthly
by Md. Tusharuzzaman Tushar, Abir Ahmed, Yusra A. Tashkandy, M. E. Bakr, Md Jakir Hossen, Anoop Kumar, Alexis Habineza, Ahmed M. Gemeay, Abdullah Al Noman, Md. Mahabubur Rahman
ABSTRACT: This research introduces a novel class of distributions termed the inverse Weibull-X (IW-X) family, derived from the broader T-X family of distributions. We systematically develop and describe...
by Tareq Saeed
ABSTRACT: This article establishes new Bullen-Mercer type inequalities through a unified framework combining majorization theory, convexity, and Riemann-Liouville fractional integrals. A generalized...
by Reda Elbarougy, Muhammad Abbas, Muhammad Arif, Alina Alb Lupas, Muhammad Imran Faisal
ABSTRACT: A primary objective of examining coefficient inequalities for several families of complex-valued functions is to express their coefficients with respect to those of Carathéodory functions....
by Bushra Yasmeen, Nahid Fatima, Khalil Ahmad
ABSTRACT: This paper presents the nonlinear physical model called the (2+1)-dimensional Zoomeron Equation that is one of the equations describing incognito evolution. We apply the Power Index Method (PIM)...
by Xiaogang Liu, Jinmian Han, Yue Lei, Dongqi Yue, Huaigu Tian
ABSTRACT: Associated credit risk can propagate through inter-firm credit, trade, asset, and liquidity linkages, particularly when risk recognition and intervention are delayed. Here we develop a...
by Muhammad Rooman, Nahid Fatima, Zahir Shah, Kamaleldin Abodayeh, Elisabeta Antonescu
ABSTRACT: This research examines the unsteady Magnetohydrodynamic (MHD) tetra-hybrid nanofluid blood flow in a time-dependent stenosed artery, focusing on momentum transport, augmentation of heat transfer,...
by Shizhan Lu, Yuanyuan Liu, Zhu Fu, Longsheng Cheng
ABSTRACT: A hesitant fuzzy element is defined as a discrete array characterized by complexity and diversity. Consequently, certain inadequate propositions have been identified in the existing literature on...
by Hetvi Patel, Yogeshwari F. Patel, Mohammad Izadi
ABSTRACT: This paper presents a multilayer perceptron (MLP)-based technique for solving the nonlinear Riccati equation, which frequently arises in science and engineering applications. The study emphasizes...
by Faten H. Damag, Fozaiyah Alhubairah, Maryam F. Alshammari, Khaled M. Saad, Adem Kiliçman, Amin Saif, Najah Alshammari
ABSTRACT: In this work, we present a comprehensive analytical investigation of the fractional Whitham-Broer-Kaup Equations (WBKEs), which model nonlinear oscillatory behavior in shallow water wave...
by Yousuf Alkhezi, Ahmad Shafee
ABSTRACT: This study examines the fractional order formulations of the nonlinear coupled Korteweg-de Vries type systems in the wave interaction phenomena, especially the Kersten-Krasil'shchik KdV-mKdV...
by Ramón F. Álvarez-Estrada, Hélia Serrano
ABSTRACT: Transcription in molecular biochemistry has originated various established physicochemical descriptions: Brownian-ratchet and energy-landscape models for elongation/pausing, kinetic schemes,...
by Boris V. Malozyomov, Nikita V. Martyushev, Anton Y. Demin, Svetlana N. Sorokova, Egor A. Efremenkov, Denis V. Valuev, Andrei O. Kotov
ABSTRACT: A comprehensive mathematical framework for assessing the reliability of lithium-ion battery systems of urban electric transport rolling stock, taking into account selectively placed thermal...
by David Lobo, Pablo López-Molina
ABSTRACT: Bipolar equations are the base of bipolar fuzzy relation equations, a modified version of fuzzy relation equations involving a negation operator. This paper characterizes the solvability of...
by Junfeng Zhang, Jintao Wang
ABSTRACT: Two kinds of novel generalizations of Nesbitt's inequality are explored in various cases regarding dimensions and parameters in this article. Some other cases are also discussed elaborately by...
by Kostadin Yotov, Emil Hadzhikolev, Stanka Hadzhikoleva
ABSTRACT: This paper presents a comparative theoretical and experimental study of two contemporary neuron models: the integral neuron and the Recurrent High-Order Neural Networks (RHONN) neuron. The...
by George Popov, Antoaneta Popova, Nikolay Hinov
ABSTRACT: Diversity redundancy in information systems aims to reduce systemic risk by distributing critical resources (e.g., servers, communication channels, and services) across heterogeneous component...
by Martin Ricker, Martin Singull
ABSTRACT: The exponential integral y = Ei( x ) = dx represents a transcendental function that can be applied as a growth function with interesting properties. Representing an infinite series, its...
by Warda, Gauhar Rahman, Muhammad Samraiz, Ahmad Aloqaily, Nabil Mlaiki
ABSTRACT: In this paper, we introduce the modified conformable fractional derivative and fractional integral operators, the so called ( k , ϑ )-conformable fractional derivative (CFD) and ( k , ϑ...
by Saleh Alshammari, M. Mossa Al-sawalha, Mohammad Alshammari, Yousef Jawarneh, Mohammed Al-Smadi, Mohammed Alabedalhadi
ABSTRACT: This paper studies the (2 + 1)-dimensional time fractional Bogoyavlensky-Konopelchenko model that is significant in plasma physics and fluid dynamics. We enhance the model with the Caputo...
by Ahad Hamoud Alotaibi, Abdul Latif
ABSTRACT: In this paper, we introduce some applications of w b -distance concerning the existence of fixed point for single valued mappings on metric type spaces under some suitable conditions. To support...
by Boris V. Malozyomov, Nikita V. Martyushev, Anton Y. Demin, Svetlana N. Sorokova, Egor A. Efremenkov, Denis V. Valuev, Andrei O. Kotov
ABSTRACT: The development of technologies in the field of artificial materials with specially specified properties is a priority in the study of the properties of materials and their synthesis. In the...
by Gang Xiao, Zhen Cao, Tingting Nie, Caiyu Zhuang, Yuhong Lu, Renhua Wu, Xiaolei Zhang
ABSTRACT: This study presents an innovative approach that combines multi-start (MS) optimization with the Bloch-McConnell eigenspace analytical solution for the rapid and accurate quantification of chemical...
by Seham M. Al-Mekhlafi, Ahmed Boudaoui, Noura Laksaci, Thabet Abdeljawad, Bahaaeldin Abdalla
ABSTRACT: This paper develops a comprehensive discrete-time mathematical framework to investigate the co-circulation dynamics of two dengue virus strains and COVID-19 by integrating integer-order modeling...
by Usman Shehzad, Samina Batul, Dania Santina, Nabil Mlaiki
ABSTRACT: This paper introduces a novel class of graphic fuzzy generalized rational F -contractive mappings in controlled metric spaces endowed with a directed graph structure. Using these mappings, we...
by Muhammad Bilal, Ikram Ullah, Alina Alb Lupas, Majeed Ahmad Yousif, Pshtiwan Othman Mohammed, Karim K. Ahmed
ABSTRACT: We study the propagation of optical solitons in nonlinear media using a nonlinear Schrödinger equation with higher-order terms. We achieve accurate solutions as brilliant and dark solitons using...
by Asim Asiri
ABSTRACT: In this article, we use a binary relation to demonstrate the existence and uniqueness of fixed points and coupled fixed point results in the context of metric space under the new generalized ( φ,...