Mathematical Modeling of Fractional-Order Systems: Advances and Applications in Physical and Biological Sciences

Mathematical, physical and biological sciences have emerged as areas of interest in recent years. This is primarily due to the fact that they can successfully simulate and analyze some of the most important real-life phenomena and real-life situations, these themselves having wide applications. The ability to model such systems and to find effective analytical and computational results for different complex models, especially the fractional-order models which have captured the interest of so many researchers worldwide, to investigate further and deeper into their dynamical behavior and consequences. Modeling and analysis of heat-related diseases, tumor modeling, disease modeling, etc., are some of the topics that need highlighting further and investigating deeper.

 

We invite specialists to submit research and review articles for inclusion in this Special Issue. In particularly, we seek articles that present some new insights, new developments, and new approaches to simulating important physical and biological issues related to the interaction of mathematical and computational sciences. Mathematical models of fractional order should be of special interest in most (if not all) of the papers submitted to this Special Issue owing to its having potentially wide applications in various areas of mathematical and compactional biology. Other papers, which present a fusion between mathematics and computer science involving other physical and biological applications, are also welcome by this Special Issue.

 

Prof. Dr. Hari Mohan Srivastava
Dr. Mohammad Izadi
Dr. Waleed Adel
Guest Editors

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