Search Results - "Razzaghi, M"

An approximate method for solving fractional optimal control problems by hybrid functions by Mashayekhi, S, Razzaghi, M

“…In this paper, a new numerical method for solving fractional optimal control problems by using hybrid functions is presented. The Riemann–Liouville fractional…”
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Orthonormal discrete Legendre polynomials for stochastic distributed‐order time‐fractional fourth‐order delay sub‐diffusion equation by Heydari, M. H., Razzaghi, M.

“…In this study, the stochastic distributed‐order time‐fractional version of the fourth‐order delay sub‐diffusion equation is defined by employing the Caputo…”
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Extended Chebyshev cardinal wavelets for nonlinear fractional delay optimal control problems by Heydari, M. H., Razzaghi, M.

“…In this study, a new family of cardinal wavelets called the extended Chebyshev cardinal wavelets is introduced to investigate problems on arbitrary finite…”
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A new class of orthonormal basis functions: application for fractional optimal control problems by Heydari, M. H., Razzaghi, M.

“…This study aims to generate a novel set of basis functions called the orthonormal piecewise Chelyshkov functions to solve a certain category of optimal control…”
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A numerical solution for fractional optimal control problems via Bernoulli polynomials by Keshavarz, E, Ordokhani, Y, Razzaghi, M

“…This paper presents a new numerical method for solving fractional optimal control problems (FOCPs). The fractional derivative in the dynamic system is…”
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Antifungal activity and mechanism of action of dichloromethane extract fraction A from Streptomyces libani against Aspergillus fumigatus by Azish, M., Shams‐Ghahfarokhi, M., Razzaghi‐Abyaneh, M.

“…Aims This study aimed to investigate the mechanism of antifungal action of Streptomyces libani dichloromethane extract fraction A (DCEFA) against Aspergillus…”
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Application of the extended Chebyshev cardinal wavelets in solving fractional optimal control problems with ABC fractional derivative by Heydari, M. H., Tavakoli, R., Razzaghi, M.

“…In this study, two categories of fractional optimal control problems are investigated. One category is optimal control problems, which includes a fractional…”
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Generalized Twin Support Vector Machines by Moosaei, H., Ketabchi, S., Razzaghi, M., Tanveer, M.

“…In this paper, we propose two efficient approaches of twin support vector machines (TWSVM). The first approach is to reformulate the TWSVM formulation by…”
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A highly accurate method for multi-term time fractional diffusion equation in two dimensions with ψ-Caputo fractional derivative by Heydari, M.H., Razzaghi, M.

“…In this study, the ψ-Caputo fractional derivative (as a generalization of the classical Caputo derivative where the fractional derivative is defined with…”
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A hybrid spectral approach based on 2D cardinal and classical second kind Chebyshev polynomials for time fractional 3D Sobolev equation by Hosseininia, M., Heydari, M. H., Razzaghi, M.

“…In this work, the Caputo fractional derivative defines the time fractional 3D Sobolev equation. The 2D shifted second kind Chebyshev cardinal polynomials…”
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Numerical solution of different kinds of fractional‐order optimal control problems using generalized Lucas wavelets and the least squares method by Sabermahani, S., Ordokhani, Y., Razzaghi, M.

“…Generalized Lucas wavelets (GLWs) have two more parameters (α$$ \alpha $$ and β$$ \beta $$), comparing with some existing classical wavelet functions. In this…”
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Least squares support vector regression for solving Volterra integral equations by Parand, K., Razzaghi, M., Sahleh, R., Jani, M.

“…In this paper, a numerical approach is proposed based on least squares support vector regression for solving Volterra integral equations of the first and…”
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Jacobi polynomials method for a coupled system of Hadamard fractional Klein–Gordon–Schrödinger equations by Heydari, M.H., Razzaghi, M.

“…In this work, the Caputo-type Hadamard fractional derivative is utilized to introduce a coupled system of time fractional Klein–Gordon-Schrödinger equations…”
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Numerical solution of nonlinear fractional integro-differential equations by hybrid functions by Mashayekhi, S., Razzaghi, M.

“…In this paper, a new numerical method for solving nonlinear fractional integro-differential equations is presented. The method is based upon hybrid functions…”
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Fractional Chebyshev cardinal wavelets: application for fractional quadratic integro-differential equations by Heydari, M. H., Razzaghi, M., Cattani, C.

“…This paper introduces a new set of the basis functions called the fractional Chebyshev cardinal wavelets and details their properties. These wavelets have a…”
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Orthonormal Bernoulli polynomials for space–time fractal-fractional modified Benjamin–Bona–Mahony type equations by Heydari, M. H., Razzaghi, M., Avazzadeh, Z.

“…In this study, a new fractal-fractional (FF) derivative is defined by coupling the local conformable derivative and non-local Caputo fractional derivative…”
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Hybrid functions approach for nonlinear constrained optimal control problems by Mashayekhi, S., Ordokhani, Y., Razzaghi, M.

“…► Hybrid functions consisting of the combination of block-pulse with polynomial series have been shown to be a powerful tool. ► The hybrid of block-pulse and…”
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A discrete spectral method for time fractional fourth-order 2D diffusion-wave equation involving ψ-Caputo fractional derivative by Heydari, M.H., Razzaghi, M.

“…In this work, the ψ-Caputo fractional derivative, as a generalization of the classical Caputo fractional derivative in which the fractional derivative of a…”
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Orthonormal Chelyshkov polynomials for multi-term time fractional two-dimensional telegraph type equations by Heydari, M.H., Razzaghi, M., Karami, Sh

“…In this study, multi-term time fractional 2D telegraph type equations, as a new category of fractional differential equations, are introduced. The orthonormal…”
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Optimal Control of Delay Systems by Using a Hybrid Functions Approximation by Haddadi, N., Ordokhani, Y., Razzaghi, M.

“…In this paper, a new numerical method for solving the optimal control of linear time-varying delay systems with quadratic performance index is presented. The…”
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