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85 works

Work: Theory and Applications of Fractional Differential Equations

  1. Initial‐Boundary Value Problem for Fractional Partial Differential Equations of Higher Order

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  2. Certain image formulas of generalized hypergeometric functions

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  3. An Inverse Source Non-Local Problem for a Mixed Type Equation with a Caputo Fractional Differential Operator

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  4. On a boundary value problem for a nonlocal mixed-type equation with the Hilfer operator

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  5. On a problem for a parabolic-hyperbolic fractional order equation with degeneration in time

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  6. INITIAL-BOUNDARY VALUE PROBLEM FOR A SUBDIFFUSION EQUATION WITH CAPUTO DERIVATIVE

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  7. Untitled

    Shavkat Alimov, Ravshan Ashurov, R Gorenflo +26

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  9. An inverse problem of determining orders of systems of fractional pseudo-differential equations

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  10. Inverse coefficient problem for a time - fractional wave equation with initial - boundary and integral type overdetermination conditions

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  11. Analytic Resolving Families of Operators for Linear Equations with Hilfer Derivative

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  12. A boundary problem for the time-fractional Hallaire–Luikov moisture transfer equation with Hilfer derivative

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  13. Kasr tartibli diffuziya tenglamasini sonli yechishning dasturiy vositasini yaratish

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  15. ON GENERALIZED MITTAG-LEFFLER-TYPE FUNCTIONS OF TWO VARIABLES

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  16. Novel Results on Legendre Polynomials in the Sense of a Generalized Fractional Derivative

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  17. Determination of a Coefficient and Kernel in a Two-dimensional Fractional Integrodifferential Equation

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  18. Fractional Parabolic Systems of Vector Order

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  19. Exploring Solutions for Fractional Hybrid Differential Systems Involving Riemann–Liouville Differential Operator

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  20. A Three-Parameter Problem for Fractional Differential Equation with an Abstract Operator

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  21. Solving the Cauchy Problem for a Fractional Parabolic Degenerate Equation Using the Hankel Transform Method

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  22. The Prabhakar Fractional q-Integral and q-Differential Operators

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  23. Non-local and Inverse Problems for the Rayleigh-Stokes Equation

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  24. Fractional Mathematical Models S.V. Dubovsky to Describe K-Waves in Economics

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  25. Mittag-Leffler type functions of three variables

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