In this paper, using Lie point symmetry analysis, we study the dynamics of the solitons for the
nonlinear Schrodinger's equation with anti-cubic nonlinearity. Some new doubly periodic …

In this paper, the perturbed Gerdjikov-Ivanov equation (PGI) which describes the dynamics
of the soliton in optical fiber is investigated. Using traveling wave transformation, the …

In this paper, using Lie symmetry method, we obtain some new exact traveling wave
solutions of the Camassa–Holm–Degasperis–Procesi (CH–DP) equation. Some new bright …

Symmetry analysis and some new exact solutions of some nonlinear KdV-like equations
Page 1 Asian-European Journal of Mathematics Vol. 11, No. 3 (2018) 1850040 (12 pages) c© …

In this paper, using Lie symmetry method, some new soliton and doubly periodic solutions of
the complex Ginzburg–Landau equation (CGLE) with two forms of nonlinearity are obtained …

In this study, the optimum design dimensions and performance analyses of convective‐
radiative cooling fin subjected to magnetic field are presented using finite element method …

ABSTRACT A mathematical model describing nonlinear and transient heat transfer through
a straight insulated tip fin with temperature-dependent heat transfer coefficient has been …

Under study in this paper, we search new class of analytical solutions of (3+ 1)-dimensional
extended Jimbo–Miwa equations which are derived by adding some extra terms to …

The aim of this work is to explore and find new closed-form nematicon solutions for different
nonlinearities which occur in nematic liquid crystals (NLC) along with proposing optical …

Symmetry is a fundamental notion in thermal-fluid sciences and energy applications and an
important tool for understanding the properties of complex systems. Thermal and fluid …