@article{article_547166, title={Efficient Method for the Solution of Fractional-order Differential Equations with Variable Coefficients}, journal={Avrupa Bilim ve Teknoloji Dergisi}, pages={205–210}, year={2019}, author={Turan Dincel, Arzu}, keywords={Bernoulli wavelet, Değişken Katsayılı Kesirli Mertebeden Diferansiyel denklemler}, abstract={<p class="Ozet"> <span lang="en-gb" xml:lang="en-gb">In this paper, we propose the </span> <span lang="en-gb" xml:lang="en-gb"> </span>Bernoulli wavelet
approximation for <span lang="en-gb" xml:lang="en-gb"> the solution of the fractional differential
equations with variable coefficients. In the proposed method, the fractional
derivatives are transformed using the operational matrix of fractional order
integration and by doing that differential equation reduces to a system of
algebraic equations. The operational matrix of fractional order integration is
obtained via block pulse functions. Illustrative examples are presented. The
examples demonstrate that the method is accurate and efficient. </span> </p> <p> </p>}, number={16}, publisher={Osman SAĞDIÇ}