For example, in terms of ordinary differential equation we have ordinary derivative in boundary condition.
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Is there any differential equation with fractional derivative in boundary condition?
For example, in terms of ordinary differential equation we have ordinary derivative in boundary condition.
I do not think there can be a fractional derivative boundary condition, since you cannot violate causality! You can impose it though, but then for t
Dear Sedigheh Sabermahani,
Please look into the following papers:
1. K.R. Prasad and B.M.B. Krushna, Multiple positive solutions for a coupled system Of Riemann–Liouville fractional order two-point boundary value problems, Nonlinear Stud. 20(4)(2013), 501-511.
2. K.R. Prasad and B.M.B. Krushna, Eigenvalues for iterative systems of Sturm–Liouville fractional order two-point boundary value problems Fract. Calc. Appl. Anal. (Springer), 17(3)(2014), 638-653
3. K.R. Prasad and B.M.B. Krushna, Solvability of p-Laplacian fractional higher order two-point boundary value problems, Communications in Applied Analysis, 19 (2015), 659-678.
Dear Sedigheh Sabermahani,
Please look into the following papers:
1. K.R. Prasad and B.M.B. Krushna, Multiple positive solutions for a coupled system Of Riemann–Liouville fractional order two-point boundary value problems, NonlinearStud. 20(4)(2013), 501-511.
2. K.R. Prasad and B.M.B. Krushna, Eigenvalues for iterative systems of Sturm–Liouville fractional order two-point boundary value problems Fract. Calc. Appl. Anal.(Springer), 17(3)(2014), 638-653
3. K.R. Prasad and B.M.B. Krushna, Solvability of p-Laplacian fractional higher order two-point boundary value problems, Communications in Applied Analysis, 19 (2015), 659-678.
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