Results 1 to 10 of about 106,862 (180)
Fourier Spectral Methods for Some Linear Stochastic Space-Fractional Partial Differential Equations [PDF]
Fourier spectral methods for solving some linear stochastic space-fractional partial differential equations perturbed by space-time white noises in the one-dimensional case are introduced and analysed.
Yanmei Liu, Monzorul Khan, Yubin Yan
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Multigrid Methods for Space Fractional Partial Differential Equations [PDF]
We propose some multigrid methods for solving the algebraic systems resulting from finite element approximations of space fractional partial differential equations (SFPDEs).
Jiang, Yingjun, Xu, Xuejun
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Innovative Aboodh-based gractional analytical methods for nonlinear Burgers’ partial differential equations [PDF]
This paper explores advanced analytical techniques for solving Burgers’ fractional partial differential equations (PDEs). We focus on the application of two innovative methods: the Aboodh transform iteration method (ATIM) and the Aboodh residual power ...
Naveed Iqbal +6 more
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A New Approach for Solving Fractional Partial Differential Equations [PDF]
We propose a new approach for solving fractional partial differential equations based on a nonlinear fractional complex transformation and the general Riccati equation and apply it to solve the nonlinear time fractional biological population model and ...
Fanwei Meng
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A fractional characteristic method for solving fractional partial differential equations
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Guo–Cheng Wu
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Oscillation criteria for impulsive partial fractional differential equations
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Abdur Raheem, Maqbul
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This paper presents a modified version of the generalized Kudryashov method aimed at obtaining exact solutions for fractional partial differential equations of Schrödinger type.
Fushun Liu, Yuqiang Feng
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In this paper, the nonlinear system of local fractional partial differential equations is solved via local fractional Elzaki transform decomposition method.
Halil Anac
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In this paper, the invariant subspace method (ISM) is developed to obtain the exact solution of linear and nonlinear time and space fractional mixed partial differential equations involving modified conformable fractional derivative (MCFD). Moreover, the
Chavda Divyesh Vinodbhai, Shruti Dubey
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Fractional Calculus and Time-Fractional Differential Equations: Revisit and Construction of a Theory
For fractional derivatives and time-fractional differential equations, we construct a framework on the basis of operator theory in fractional Sobolev spaces.
Masahiro Yamamoto
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