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M.Yamamoto:Uniqueness and stability result for inverse problem for time-fractional diffusion-wave eq
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JJannoMethod to handle prob. with unknown history & determine parameter of gen. fractional diffusion
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R.Ashurov:Inverse Problem of Determining the Order of Fractional Derivative in Partial Derivative Eq
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R. Hilfer : Fractional Calculus for Distributions
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K. Van Bockstal : Inverse source problems for fractional diffusion equations
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K. Van Bockstal : Inverse source problems for fractional diffusion equations
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H.M.Fahad: Survey of fractional calculus with respect to functions & general transmutation relations
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A. Fernandez : General kernels and parametrised families: in search of semigroup properties
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V. Kolokoltsov : Rates of convergence of CTRWs to generalised fractional evolutions
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V. Kolokoltsov : Rates of convergence of CTRWs to generalised fractional evolutions
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A. Kochubei : Discrete-Time General Fractional Calculus
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B. Toaldo : Semi-Markov processes, time-changes and non-local equations
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M.Röckner:Nonlinear Fokker-Planck eq with fractional Laplacian and McKean-Vlasov SDE with Lèvy-Noise
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M.Röckner:Nonlinear Fokker-Planck eq with fractional Laplacian and McKean-Vlasov SDE with Lèvy-Noise
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M. D’Ovidio : Fractional Boundary Value Problems: Results and Applications
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M. D’Ovidio : Fractional Boundary Value Problems: Results and Applications
3 ай бұрын
R. Metzler : Fractional Brownian motion with time- and space-dependent Hurst exponent
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R. Metzler : Fractional Brownian motion with time- and space-dependent Hurst exponent
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E.Scalas :Fundamental sol. of the space-time fractional diffusion equation using Monte Carlo of CTRW
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E.Scalas :Fundamental sol. of the space-time fractional diffusion equation using Monte Carlo of CTRW
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L. Beghin : Stochastic processes on infinite-dimensional spaces and fractional operators
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L. Beghin : Stochastic processes on infinite-dimensional spaces and fractional operators
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K. Diethelm : Efficient Algorithms for Computing Fractional Integrals
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K. Diethelm : Efficient Algorithms for Computing Fractional Integrals
3 ай бұрын
D. Boutros : Phase transitions in the fractional three-dimensional Navier-Stokes equations
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D. Boutros : Phase transitions in the fractional three-dimensional Navier-Stokes equations
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P. P. Mehta : Fractional Navier-Stokes Equations
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P. P. Mehta : Fractional Navier-Stokes Equations
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M. Zayernouri : Fractional-Order Large-Eddy Simulation of Turbulence
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M. Zayernouri : Fractional-Order Large-Eddy Simulation of Turbulence
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E. Parish : Subgrid-scale modeling with memory using Mori-Zwanzig and variational multiscale method
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E. Parish : Subgrid-scale modeling with memory using Mori-Zwanzig and variational multiscale method
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D.del-CastilloNegrete:Fractional diffusion model of nonlocal turbulent transport in plasma and fluid
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D.del-CastilloNegrete:Fractional diffusion model of nonlocal turbulent transport in plasma and fluid
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F. Hamba : Analysis and Modeling of Non-local Eddy Diffusivity in Turbulent Flows
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V. Kiryakova: I- & bar-H functions related to Fractional Calculus & generalized fractional integrals
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V. Kiryakova: I- & bar-H functions related to Fractional Calculus & generalized fractional integrals
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F. Mainardi : An Introduction to Fractional Calculus
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F. Mainardi : An Introduction to Fractional Calculus
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Y. Luchko:General Fractional Calculus operators with Sonin kernels:Properties, Applications, History
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Y. Luchko:General Fractional Calculus operators with Sonin kernels:Properties, Applications, History
5 ай бұрын
Fractional differential equations: initialisation, singularity, and dimensions - Arran Fernandez
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Fractional differential equations: initialisation, singularity, and dimensions - Arran Fernandez
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Пікірлер
@liwan3006
@liwan3006 2 ай бұрын
very interesting!