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Fractional spatial diffusion of a biological population model via a new integral transform in the settings of power and Mittag-Leffler nonsingular kernel



New aspects of fractional Bloch model associated with composite fractional derivative



Fractional spatial diffusion of a biological population model via a new integral transform in the settings of power and Mittag-Leffler nonsingular kernel



New aspects of fractional Bloch model associated with composite fractional derivative


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10.1186/s13662-021-03227-w

Study of composite fractional relaxation differential equation using fractional operators with and without singular kernels and special functions



Generalization of Taylor’s formula and differential transform method for composite fractional q-derivative


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10.1016/J.OPTCOM.2018.08.054

An arbitrarily designed main focus with high intensity generated by a composite fractional fractal zone plate


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10.1016/J.MOLLIQ.2018.11.089

Development and validation of an adsorption kinetic model at solid-liquid interface using normalized Gudermannian function



Boundary value problem for a mixed functionally differential advancing-lagging equation with fractional derivative


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