New Challenges Arising in Engineering Problems with Fractional and Integer Order II

Dear Colleagues,

Recently, many new models have been developed that deal with real-world problems that are seen as serious threats to the future of humankind. This comes from modeling events observed in various fields of science, such as physics, chemistry, mechanics, electricity, biology, economy, mathematical applications, and control theory. Moreover, research conducted on fractional ordinary or partial differential equations and other relevant topics relating to integer order have attracted the attention of experts from all over the world.

The focus of this Special Issue will be on reviewing new developments based on fractional differentiation and integration, both with respect to theoretical and numerical aspects.

This Special Issue is a place for experts to share new ideas on theories, applications, and numerical and analytical methods and simulations of fractional calculus and fractional differential equations, as well as integer order. Topics of interest are defined below, and submissions relating to relevant fields are welcome.

• New analytical and numerical methods to solve partial differential equations
• Computational methods for fractional differential equations
• Analysis, modeling, and control of phenomena in the following:
• Electrical engineering
• Fluids dynamics and thermal engineering
• Mechanics
• Biology
• Physics
• Applied sciences
• Computer science
• Engineering problems
• Deterministic and stochastic fractional order models

This Special Issue is organized together with the 6th International Conference on Computational Mathematics and Engineering Sciences (CMES-2022) (20–22 May 2022, Ordu, Turkey); hence, participants in CMES-2022 are especially welcome to submit their contributions. However, this Special Issue will accept contributions from all authors, not just conference participants.

Prof. Dr. Haci Mehmet Baskonus
Prof. Dr. Luis Manuel Sánchez Ruiz
Prof. Dr. Armando Ciancio
Guest Editors

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