Current Issue
The Journal of Advances in Applied & Computational Mathematics is a peer-reviewed publication that serves as a platform for the dissemination of cutting-edge research in the fields of applied mathematics and computational mathematics. The journal is dedicated to advancing the understanding and application of mathematical methods in a wide range of real-world problems and disciplines, including physics, engineering, biology, finance, and more.
The journal publishes high-quality, original research articles, review papers, and technical reports that present new methods, algorithms, and models in applied and computational mathematics. The aim of the journal is to provide a comprehensive and up-to-date resource for researchers, academics, and practitioners in these fields, and to promote interdisciplinary collaboration among mathematicians, scientists, and engineers.
Whether you are a researcher exploring the frontiers of mathematical theory, or a practitioner looking for new ways to solve real-world problems, the Journal of Advances in Applied & Computational Mathematics is an indispensable resource for staying informed about the latest developments and advancements in these fields. The journal is committed to advancing the understanding and application of mathematical methods for the benefit of society and the scientific community.
Announcements
Call for Paper: Recent Advances of Fractional Calculus and Mathematical Inequalities
In recent times, fractional calculus has emerged as a significant field of mathematical analysis, both in terms of theory and its practical applications. It has become a vital tool for modeling and analysis, playing a crucial role in various fields such as fluid mechanics, viscoelasticity, physics, biology, chemistry, dynamical systems, signal processing, and entropy theory. Literature has numerous definitions of fractional integrals and derivatives, and various significant inequalities have been obtained from these definitions. On the other hand, Mathematical integral inequalities are an essential topic in calculus and analysis. They provide a powerful tool for proving mathematical statements and estimating the values of integrals. Integral inequalities are a powerful tool for solving mathematical problems in many fields of study. They allow us to estimate the values of integrals and prove mathematical statements with a high degree of accuracy. By understanding the concepts and techniques related to integral inequalities, we can apply them to a wide range of mathematical problems and gain a deeper understanding of the subject.
This Special Issue aims to publish original, high-quality papers that cover recent advances in the theory of fractional calculus and mathematical inequalities.
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Call for Paper: Artificial Intelligence and Metaheuristic Optimization Methods in Engineering and Biomedical Application
This Special Issue intends to promote the revision and publishing of outstanding theoretical and practical applications of metaheuristic optimization techniques to solve engineering problems with special emphasis but not exclusive to biomedical applications. Therefore, all high-level research studies applying artificial intelligence and metaheuristic optimization for solving engineering and science applications based on a formal mathematical description are welcome.
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Articles
Aims and Scope
Journal of Advances in Applied & Computational Mathematics is devoted entirely to publish high quality research works covering all branches of applied and computational mathematics with special encouragement to research in theoretical computer science and mathematical computing. The journal provides an opportunity for scientists, engineers and research scholars to share their latest research work through this platform.
We publish original research articles, reviews, short notes, conference papers etc relevant to the field of Applied & Computational Mathematics.
Our topics of interest are:
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• Numerical Linear Algebra |
• Game Theory |
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• Computational Linguistics |
• Networks |
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• Computational Geometry |
• Optimization |
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• Computational Topology |
• Computational Sciences |
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• Symbolic Computation |
• Information Technology |
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• Applied Statistics |
• Mechatronics |
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• Mathematical & Computational Physics |
• Economic and Energy Systems |
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• Computational Intelligence and Complexity |
• Mathematical and Computational Finance. |
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• Control Theory |