

Contemporary Mathematics is a quarterly 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 physics, etc.
CiteScore (2022) Impact Factor 5 Year Impact Factor
0.7 0.3 0.4
Special Issue: Recent developments in pure and applied mathematics and its applications
Jun 21,2023Special Issue: INTERNATIONAL CONFERENCE ON COMPUTATIONAL APPLIED SCIENCES & IT'S APPLICATIONS (ICCASA) 2023
May 26,2023Partner Conference - ICCMM2024
Mar 16,2023Partner Conferences - 2023 International Conference on Information, System and Convergence Applications
Oct 25,2022Contemporary Mathematics Accepted for Coverage in Scopus
by Andrii Volovyk, Yulia Pyrih, Oksana Urikova, Andriy Masiuk, Bohdan Shubyn, Taras Maksymyuk
ABSTRACT: In practical situations, sudden changes in an object's dynamic properties can cause data distortion and random inaccuracies in observation results. These changes often occur due to malfunctions or...
by Rajasekhar Vatambeti, P. K. Dhal
ABSTRACT: Optimizing the order of thermal units for power generation plays a pivotal role in meeting load demand while minimizing fuel consumption. This paper introduces an enhanced hybrid method designed...
by T Raja Rani, Abdullah Al Shibli, Mohamed Siraj, Woshan Srimal, Nooh Zayid Suwaid Al Bakri, T S L Radhika
ABSTRACT: In the current study, a numerical model has been developed to simulate the blood flow characteristics in the human carotid artery. The data thus generated is analyzed to understand the blood flow...
by Melek Gözen
ABSTRACT: This paper deals with a nonlinear ordinary differential system of second order. In the paper, qualitative properties of solutions of the system called asymptotic stability (AS), uniform stability...
by Manjeet Sharma, Rajesh Kumar Gupta
ABSTRACT: In this work, the Benjamin-Bona-Mahoney-Burgers equation is examined which includes the dual power law nonlinearity and diffraction term. The exact solutions of governing equation are obtained by...
by M. Naveen Babu, P. K. Dhal
ABSTRACT: Abstract: Losses in the network are one of the most important parts of a power distribution network, and work should be done to lower their value. The research used the Particle Swarm...
by Rukmini Satyanarayan
ABSTRACT: Cloud services are increasingly available through containers due to their scalability, portability, and reliable deployment, particularly in microservices and smart vehicles. The scheduler...