The principal objective of the present paper is to manifest the exact traveling wave and
numerical solutions of the good Boussinesq (GB) equation by employing He’s semiinverse …

Background Nomophobia is a psychological condition caused by a fear of disconnecting
from others through mobile phones. Aim This study aims to determine the prevalence of and …

Nonlinear fractional partial differential equations (NLFPDEs) are widely used in simulating a
variety of phenomena arisen in several disciplines such as applied mathematics, …

In organisms’ bodies, the activities of enzymes can be catalyzed or inhibited by some
inorganic and organic compounds. The interaction between enzymes and these compounds is …

This paper points out several exact travelling wave solutions for ( 1 + 1 ) -dimensional Ito
integro-differential equation via the Riccati–Bernoulli sub-ODE approach. We also aim to …

Background As the Coronavirus Disease 2019 (COVID-19) outbreak has made a tremendous
impact on medical education and healthcare institutions, we aimed to measure effects of …

Background: Large numbers of people infected with COVID-19 developed acute symptoms.
Post-COVID-19 conditions have been reported after recovery or discharge from the hospital. …

Solutions such as symmetric, periodic, and solitary wave solutions play a significant role in
the field of partial differential equations (PDEs), and they can be utilized to explain several …

Objective This study aimed to assess the practices and attitudes of the general population
towards coronavirus disease-2019 (COVID)-19 after the removal of precautionary and …

In this paper, we establish exact solutions for the non-linear coupled KdV equations. The
exp-function method is used to construct the solitary travelling wave solutions for these …