Suchergebnisse - "Iterative reproducing kernel algorithm"

Solutions of Bagley–Torvik and Painlevé equations of fractional order using iterative reproducing kernel algorithm with error estimates von Omar Abu Arqub, Banan Maayah

“… This paper presents iterative reproducing kernel algorithm for obtaining the numerical solutions of Bagley–Torvik and Painlevé …”
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Retraction Note: Solutions of Bagley–Torvik and Painlevé equations of fractional order using iterative reproducing kernel algorithm with error estimates von Abu Arqub, Omar, Maayah, Banan

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Numerical Solutions of Fractional Systems of Two-Point BVPs by Using the Iterative Reproducing Kernel Algorithm von Altawallbeh, Z., Al-Smadi, M., Komashynska, I., Ateiwi, A.

“… We propose an efficient computational method, namely, the iterative reproducing kernel method for the approximate solution of fractional-order systems of …”
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RETRACTED ARTICLE: Solutions of Bagley–Torvik and Painlevé equations of fractional order using iterative reproducing kernel algorithm with error estimates von Abu Arqub, Omar, Maayah, Banan

“… This paper presents iterative reproducing kernel algorithm for obtaining the numerical solutions of Bagley–Torvik and Painlevé …”
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Effective numerical technique for nonlinear Caputo-Fabrizio systems of fractional Volterra integro-differential equations in Hilbert space von Youbi, Fatima, Momani, Shaher, Hasan, Shatha, Al-Smadi, Mohammed

“… The point of this paper is to analyze and investigate the analytic-approximate solutions for fractional system of Volterra integro-differential equations in …”
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Numerical investigation for Caputo-Fabrizio fractional Riccati and Bernoulli equations using iterative reproducing kernel method von Momani, Shaher, Djeddi, Nadir, Al-Smadi, Mohammed, Al-Omari, Shrideh

“… The pivotal aim of present work is to design and implement an effective numerical approach, the iterative reproducing-kernel algorithm, to provide numerical solutions to the fractional Riccati …”
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Numerical algorithm to solve a coupled system of fractional order using a novel reproducing kernel method von Saadeh, Rania

“… In this paper, a coupled system of fractional differential equations along with integral boundary conditions is discussed by means of the iterative reproducing kernel algorithm …”
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