New Trends in Fractional Differential Equations with Applications

Dear Colleagues,

This Special Issue, titled "New Trends in Fractional Differential Equations with Applications", aims to explore the latest advancements in the theory and applications of fractional differential equations (FDEs). It will focus on emerging methodologies for solving FDEs, including innovative analytical, numerical, and computational approaches. The Special Issue will also examine the growing applications of fractional models across various fields such as physics, engineering, biology, and finance, particularly in modeling complex systems with memory effects and non-local interactions. Furthermore, the Special Issue will delve into the role of fractional calculus in understanding chaotic systems, emphasizing how fractional derivatives provide a more accurate description of chaotic dynamics and long-term behaviors in systems with non-local or historical dependencies. By presenting cutting-edge research, this Special Issue seeks to highlight new trends, foster interdisciplinary collaboration, and stimulate further development in the field of fractional calculus.

Dr. Octavian Postavaru
Guest Editor

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