Purpose: This study aims to explore the intricate and concealed chaotic structures of
meminductor systems and their applications in applied sciences by utilizing fractal fractional …

The fractal calculus has gained more widespread attention in the last years. The fractal
variational principle plays a major role in the fractal travelling wave theory of the fractal …

In this paper, the convective-radiative fins of rectangular profile with temperature-dependent
thermal conductivity are considered. By studying the conventional heat transfer equation, its …

A fractal modification of the modified KdV–Zakharov–Kuznetsov equation is suggested and
its fractal generalized variational structure is established by means of the semi-inverse …

Fractal dimension represents the geometric irregularity of an object with respect to the
underlying space and is used for several characterizations. The divider method and the box …

Under this work, we derive a new fractal unsteady Korteweg–de Vries model which can
model the shallow water with the non-smooth boundary. The generalized fractal variational …

In this study, the nonlocal fractal neutrons transport equation in fractal dimensions (α, β) is
constructed based on the concepts of fractal derivative and a spatially symmetric kernel …

Casimir effect predicts that two parallel flat neutral plates are attracted to each other due to
quantum fluctuations of the electromagnetic field. In this communication, we study Casimir …

In this study, we have used the concept of 'product-like fractal measure'introduced by Li and
Ostoja-Starzewski in their formulation of anisotropic and elastic media to introduce Vlasov …

In this communication, we have constructed a generalized nonlinear Schrödinger equation
based on nonlocal quantum momentum square operator. Single and bright singular combo …