Mathematical and Numerical Analysis of Fractional Evolution Equations and Applications

Dear Colleagues,

In recent years, there has been significant interest in the application of fractional equations in mathematics and physics. In particular, many classical models have been reformulated in terms of fractional methods. In this Special Issue, we focus on both theoretical and numerical methods for solving fractional evolution equations. Mathematical models that involve fractional derivatives in both space and time, in addition to distributed parameter systems, are within the scope of this Special Issue. The following methods also fall within the scope of this Special Issue:

• Orthogonal collocation method
• B-spline collocation methods
• Orthogonal collocation on finite elements
• Pseudo-spectral collocation methods
• Sinc collocation methods
• Differential quadrature methods
• Wavelet collocation methods
• Analytic methods
• Compact finite differences

Dr. Naben Parumasur
Prof. Dr. Vijay Kumar Kukreja
Dr. Pravin Singh
Guest Editors

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