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 …

The traditional interpolation techniques generate smooth or piecewise differentiable
interpolation function, despite the data points being irregular. Nevertheless, most of the …

This paper examines synchronization of delayed chaotic neural networks with impulsive
control, event-triggered impulsive control, and event-triggered delayed impulsive control …

This research article deals with the fractal interpolation function and its box dimension
corresponding to a continuous function, defined on the Sierpiński gasket. This research also …

Abstract The coronavirus disease 2019 (COVID-19) pandemic has fatalized 216 countries
across the world and has claimed the lives of millions of people globally. Researches are …

In this paper, the Weyl–Marchaud fractional derivative of various fractal interpolation
functions (FIFs) like linear FIF, quadratic FIF, hidden variable FIF and α-FIF is investigated …

This paper mainly investigates the Riemann–Liouville fractional integral of α α-fractal
function and fractional operator of α α-fractal function that maps the given continuous …

In this paper, we have generalized fractal calculus on fractal Cantor cubes. The mass
function on fractal Cantor cubes is defined. Then, we use the mass function to define integral …

This paper investigates the event-triggered impulsive synchronization of a variable-order
fractional chaotic Lur'e system with the application of fractal interpolation based image …

Fractal dimension of any defect in microstructure is a critical parameter for their geometric
irregularities, pattern of arrangements and morphological attributes. The fractal dimensions …