Title of article
SOLUTION OF NONLINEAR FRACTIONAL BOUNDARY VALUE PROBLEMS WITH NONHOMOGENEOUS BOUNDARY CONDITIONS
Author/Authors
ALKAN, S. Mustafa Kemal University - Department of Mathematics, Turkey , SECER, A. Yildiz Technical University - Department of Mathematical Engineering, Turkey
From page
284
To page
295
Abstract
In this paper, as an original contribution to literature, sinc-collocation method is firstly presented to solve the nonlinear fractional boundary value problem with nonhomogeneous conditions. Obtained results are given as two new theorems. To illustrate the efficiency and robustness of the introduced method some numerical examples are presented.
Keywords
Nonlinear Boundary Value Problems , Sinc , Collocation Method , Caputo Derivative , Nonhomogeneous Boundary Conditions
Journal title
Applied and Computational Mathematics
Journal title
Applied and Computational Mathematics
Record number
2544219
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