Fractal calculus is very simple but extremely effective to deal with phenomena in hierarchical
or porous media. Its operation is almost same with that by the advanced calculus, making it …

The work is intended to summarize the recent progress in the work of fractal theory in
packaging material to provide important insights into applied research on fractal in …

In this research, a comparative study of modern differentiations based on singular versus
non-singular and local versus non-local kernels have been analyzed for Walter'sB liquid. In …

The model of Ebola spread within a targeted population is extended to the concept of
fractional differentiation and integration with non-local and non-singular fading memory …

The significance of solar energy has recently diverted the attention of researchers; this is
due to the experimental or the numerical analyises of solar energy and lack of fractional …

In this paper, an efficient numerical method is introduced for solving the fractional (Caputo
sense) Fisher equation. We use the spectral collocation method which is based upon …

The new exact solutions of nonlinear fractional partial differential equations (FPDEs) are
established by adopting first integral method (FIM). The Riemann-Liouville (RL) derivative …

In recent years, material analysis of fluids has generated prodigious interest of researchers
due to their effective role in interdisciplinary sciences. In view of its importance, the present …

This paper deals with an exponential form for Lyapunov function, in perspective to analyze
the Lyapunov characterization of the Mittag-Leffler stability and the asymptotic stability for …

This study investigated the role of participatory village maps in strengthening the
Musrenbang, an annual multi-stakeholder public consultation forum to discuss development …