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Title
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Least squares-support vector regression for solving Ψ-fractional relaxation-oscillation equations
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Type
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Presentation
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Keywords
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-Riemann-Liouville fractional integral, -Caputo fractional derivative, Vieta-Fibonacci polynomials, Least squares support vector regression.
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Abstract
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.The main aim of this study is to introduce an efficient method based on the -Vieta-Fibonacci polynomials and least squares support vector regression for solving a class of -fractional differential equations. The -Vieta-Fibonacci polynomials, and their -fractional integral operator are introduced. The -Vieta-Fibonacci polynomials kernel and the collocation least squares support vector regression method are utilized for training the obtained network. Then, the formulation of the method leads to an optimization problem.
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Researchers
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Reza Moeti (Second Researcher), Parisa Rahimkhani (First Researcher)
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