Search Results - Mekawy I.

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  1. 1
    GROWTH AND BLOW-UP OF SOLUTIONS WITH POSITIVE INITIAL ENERGY FOR A VISCOELASTIC KIRCHHOFF EQUATION WITH A LOGARITHMIC NONLINEARITY, DELAY AND BALAKRISHNAN-TAYLOR DAMPING TERMS

    GROWTH AND BLOW-UP OF SOLUTIONS WITH POSITIVE INITIAL ENERGY FOR A VISCOELASTIC KIRCHHOFF EQUATION WITH A LOGARITHMIC NONLINEARITY, DELAY AND BALAKRISHNAN-TAYLOR DAMPING TERMS by Choucha A., Jan R., Mekawy I., Alharbi A., Alnegga M.

    Published 2025
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  2. 2
    Existence and uniqueness of nonlinear Goursat problem in the class of Denjoy?Carleman

    Existence and uniqueness of nonlinear Goursat problem in the class of Denjoy?Carleman by Latreche S., Guerbati K., Guefaifia R., Mekawy I., Alharbi A., Jan R.

    Published 2025
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  3. 3
    Applications of distance measure between dual hesitant fuzzy sets in medical diagnosis and weighted dual hesitant fuzzy sets in making decision

    Applications of distance measure between dual hesitant fuzzy sets in medical diagnosis and weighted dual hesitant fuzzy sets in making decision by Boulaaras S., Mostafa G.E., Jan R., Mekawy I.

    Published 2025
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  4. 4
    Results on a nonlinear wave equation with acoustic and fractional boundary conditions coupling by logarithmic source and delay terms: Global existence and asymptotic behavior of solutions

    Results on a nonlinear wave equation with acoustic and fractional boundary conditions coupling by logarithmic source and delay terms: Global existence and asymptotic behavior of so... by Choucha A., Boulaaras S., Yazid F., Jan R., Mekawy I.

    Published 2025
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  5. 5
    Exploring magnetic and thermal effects on MHD bio-viscosity flow at the lower stagnation point of a solid sphere using Keller box technique

    Exploring magnetic and thermal effects on MHD bio-viscosity flow at the lower stagnation point of a solid sphere using Keller box technique by Refaie Ali A., Rafique K., Imtiaz M., Jan R., Alotaibi H., Mekawy I.

    Published 2025
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  6. 6
    Modeling anomalous transport in fractal porous media: A study of fractional diffusion PDEs using numerical method

    Modeling anomalous transport in fractal porous media: A study of fractional diffusion PDEs using numerical method by Ahmad I., Mekawy I., Khan M.N., Jan R., Boulaaras S.

    Published 2025
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