The Numerical Solution of Fractional Differential Algebraic Equations (FDAEs)

Ntouyas, Boundary value problems for differential equations with fractional order and nonlocal conditions , Nonlinear Anal.. Bitsadze, On the theory of nonlocal boundary value

But from this information we can also conclude that employees prefer to share their knowledge through socialization processes and when analyzing (which despite being

The complexity of the algebraic decay in inner layer solutions of singularly perturbed Volterra equations with weakly singular kernels, and the increased popularity of fractional

Por meio de buscas de convergências, um grupo de trabalho encarregado da validação desse instrumento para a região das Américas elaborou um esboço de instrumento para

Ford, The numerical solution of linear and non-linear Fractional differential equations involving Fractional derivatives several of several orders , Numerical Analysis Report

For example, this method has been used for differential algebraic equations [8], partial differential equations [5, 6, 7], fractional differential equations [10, 11], Volterra

This method is one of the most direct and effective algebraic methods for finding exact solutions of nonlinear fractional partial differential equations (FPDEs). This method consists