This paper deals with the temperature distribution within spinning satellites and problem is
formulated in terms of fractional differential equation. Applying fractional calculus approach …

In this paper, a fractional model for the computation of temperature and heat flux distribution
in a semi-infinite solid is discussed which is subjected to spatially decomposing, time …

In this chapter, the generalized iterative method has been successfully implemented for
finding exact solutions of the nonlinear time fractional Klein–Gordon equations using …

Using the extended generalized integral transform given by Luo et al.[6], we introduce some
new generalized integral transforms to investigate such their (potentially) useful properties …

In this chapter, our aim is to establish certain new image formulae of generalized
hypergeometric functions by using the operators of fractional calculus. Some new image …

This paper deals with an interdisciplinary research work between Mathematical sciences
and Electrical engineering to develop fractional model of Resistance-Inductance circuit (RL …

In the present article, authors obtained certain fractional derivative and integral formulas
involving incomplete ${\tau} $-hypergeometric function introduced by Parmar and Saxena …

In this research paper considering a differential equation with impulsive effect and
dependent delay and applied Banach fixed point theorem using the impulsive condition to …

In the present paper, the authors establish some fractional integral and fractional derivative
formulas involving a generalized confluent type hypergeometric function introduced by …