Special Issue: System Analysis and Mathematical Application of Fractional Order Equations
Guest Editors
Prof. Ivanka Stamova
Department of Mathematics, University of Texas at San Antonio, San Antonio, TX, 78249, USA
Email: Ivanka.stamova@utsa.edu
Prof. Gani Stamov
Department of Mathematics, University of Texas at San Antonio, San Antonio, TX, 78249, USA
Email: Gani.stamov@utsa.edu
Manuscript Topics
Research on fractional order systems has made significant impact in various areas of science and engineering such as physics, biology, environmental sciences, computer sciences, mechanics and finance. The analysis of the fundamental and qualitative properties of such systems is an intensively developed research area. Numerous researchers reported excellent results related to existence, uniqueness, stability, almost periodicity of solutions. In addition, in recent years many applications of systems that follow fractional order dynamics are frequently encountered, which deserve increasing attention. The purpose of this special issue is to provide a platform for researchers to disseminate original research in the fields of fractional order systems, especially related to the problems of analysis, modeling and applications of fractional order equations. Potential topics include, but are not limited to:
• Fractional differential systems
• Fractional difference systems
• Fractional delayed systems
• Fractional impulsive systems
• Fractional systems on time scale
• Existence
• Uniqueness
• Parameter’s dependence
• Stability analysis
• Stabilization
• Control
• Lyapunov theory
• Hybrid systems on time scale
• Self-triggered systems
• Periodicity
• Almost periodicity
• Asymptotic behaviour
• Applications in science and technologies
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