General uniqueness and monotone iterative technique for fractional differential equations
Copyright policy )General uniqueness and monotone iterative technique for fractional differential equations
The authors present a very interesting work on how can be explored the solution of certain class of hyperbolic evolution equation, with limited smoothness, using multi-scale approaching techniques. The construction considered by the authors in this paper implies a full-wave description. The study suggests a novel computational algorithm. Also the authors present some applications of such numerical approach.
- Florida Institute of Technology United States
- University of Louisiana at Lafayette United States
Fractional differential equations, Fractional derivatives and integrals, Applied Mathematics, Monotone iterative technique, Existence and Uniqueness Theorem, General uniqueness theorem, Nonlinear differential equations in abstract spaces, Ordinary differential equations of infinite order
Fractional differential equations, Fractional derivatives and integrals, Applied Mathematics, Monotone iterative technique, Existence and Uniqueness Theorem, General uniqueness theorem, Nonlinear differential equations in abstract spaces, Ordinary differential equations of infinite order
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