Differential Equations and Related Topics, 3rd Edition

Dear Colleagues,

Differential equations model a wide range of problems in engineering, economics, biology, chemistry, medicine, etc. Over the last few years, fractional differential equations have been successfully applied to the study of numerous physical problems in the areas of electronics, chemistry, biology, mechanics, chaos, fluid mechanics, epidemiology, and modeling. Real-world applications, therefore, facilitate interdisciplinary research. The purpose of this Special Issue is to advance our understanding of differential equations by reviewing new and original research. The main goal is to build a bridge to bridge the gap between theoretical mathematics and applied science, providing a space for mathematicians, physicists, engineers, and other scientists who are willing to share new research. The main goal is to show how differential equations can be indispensable tools for solving complex real-world problems. Papers related to theoretical aspects, numerical schemes, and various types of stability (Ulam stability, numerical stability, etc.) are welcome.

Dr. Daniela Marian
Prof. Dr. Ali Shokri
Dr. Daniela Inoan
Guest Editors

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