In this study, lump, lump one-strip, lump two-strip, rogue wave, manifold periodic type exact
solutions are produced via appropriate transformation scheme by taking into account the …

Abstract This paper addresses Kundu–Mukherjee–Naskar equation by the aid of extended
trial function method to recover optical soliton solutions in (2+ 1)–dimensions. The …

This paper studies fractional temporal evolution of optical solitons with quadratic–cubic
nonlinearity that comes with a few perturbation terms. Khalil's conformable fractional …

The fractional derivatives have been widely applied in many fields and has attracted
widespread attention. This paper extracts a new fractional (3+ 1)-dimensional modified …

In this study, trigonometric and hyperbolic type traveling wave solutions are produced by
using the sub-equation analytical method by taking into account the Kerr Law properties of …

This paper studies soliton dynamics for Biswas-Arshed model that is considered when group
velocity dispersion is negligibly small and self-phase modulation is totally absent. Two …

In this work, a study is carried out to analyze nematicons in liquid crystals in the presence of
Kerr and parabolic law nonlinearity. Exp (− ϕ (ξ) ϕ (ξ))-Expansion method is incorporated in …

This analysis utilizes the generalized Riccati simple equation method to construct
nematicons in liquid crystals from its governing system. A new type of nonlinearity is studied …

In this work, we attempt to construct some novel solutions of nematicons within liquid crystals
including three types of nonlinearity namely Kerr, parabolic, and power law, using the …

In this paper, the new general extended direct algebraic method is applied to achieve optical
solitons of Biswas-Arshed equation with birefringent fiber involving two component vector …