Smoking is one of the major cause of health problems around the globe. The present article
deals with the dynamics of giving up smoking model of fractional order. We study analytical …

SEIR epidemic model which represents the direct transmission of infectious disease are
considered to control the measles disease for infected population. The Caputo fractional …

Non-linear evolution equations play a prominent role in describing a wide range of
phenomena in optical fibers, fluid dynamics, electromagnetic radiation, plasma and solid …

In this study, we introduced a novel scheme to attain approximate and closed‐form solutions
of conformable Newell‐Whitehead‐Segel (NWS) equations, which belong to the most …

In this research work, we propose an unprecedented hybrid algorithm which involves the
coupling of a new integral transform, namely, the Elzaki transform and the well‐known …

In this research, an unrivalled hybrid scheme which involves the coupling of the new Elzaki
integral transform (an improved version of Laplace transform) and a modified differential …

Model construction for different physical situations, and developing their solutions, are the
major characteristics of the scientific work in physics and engineering. Korteweg–de Vries …

In recent year, the world has witnessed the arrival of deadly diseases like cancer over all the
global levels. To fight back this disease or control the spread, mankind relies on modeling …

This study stems from the growing need for effective mathematical tools to tackle nonlinear
fractional evolution equations, which find wide applications in physics and engineering …

The objective of this article is to model and analyze unsteady squeezing flow of fractional
MHD Casson fluid through a porous channel. Casson fluid model is significant in …