Fractional Calculus and Applied Analysis is an international journal dedicated to the theory and application of fractional calculus, differential equations, and related mathematical analysis. It covers a broad spectrum of topics, including fractional-order systems and their control.
This journal delves into the core concepts of fractional calculus, exploring various types of fractional derivatives and integrals, such as Riemann-Liouville, Caputo, and Hadamard. It also investigates the application of fractional calculus in modeling real-world phenomena across diverse fields like physics, engineering, finance, and biology. Specific areas of focus include fractional differential equations, dynamical systems, optimal control, and numerical methods for solving fractional-order problems. Indexed in databases like Web of Science and Scopus, the journal is an invaluable resource for researchers and practitioners interested in advancing the field.
Contribute your research and be part of a community pushing the boundaries of fractional calculus. Submit your manuscript to Fractional Calculus and Applied Analysis to share your findings and contribute to the advancement of this vital mathematical domain. The journal is committed to rigorous peer review and the dissemination of high-quality research.