Solitons and travelling wave solutions for Painlevé integrable (3+1)-dimensional Estevez-Prada equation Available to Purchase

This study aims to extend Painlevé integrable (3 + 1)-dimensional Estevez– Prada equation.

The Painlevé integrability of this equation will be tested via Mathematica program.

This study explores multiple soliton solutions for the examined integrable model.

The Hirota’s bilinear algorithm is used to derive multiple soliton solutions.

The author also furnishes a variety of distinct structures, such as kink, periodic, singular and rational, as well.

The work presents useful algorithms for investigating new integrable systems.

The paper presents an original work that presents two newly developed Painlevé integrable models with insightful findings.