Browsing by Author "Yang H."

Now showing 1 - 2 of 2

Exploring new features for the (2+1)-dimensional Kundu–Mukherjee–Naskar equation via the techniques of (G^′/ G, 1 / G )-expansion and exponential rational function
(2023-01-01) Yue X.G.; Kaplan M.; Kaabar M.K.A.; Yang H.
The aim of the manuscript is to study new optical soliton solutions of the Kundu–Mukherjee–Naskar (KMN) equation via the (G′/ G, 1 / G )-expansion technique and the exponential rational function (ERF) procedure. The results are produced under the constraint conditions, and their graphical representation highlights them. These discoveries might aid in the comprehension of intricate nonlinear phenomena and oceanography. Studying the investigated equation in this paper is very important in explaining oceanographic phenomena such as rogue waves’ ocean currents.
Forecasting the dynamics of the model of cold bosonic atoms in a zig-zag optical lattice by symbolic computation
(2023-01-01) Yue X.G.; Shen Y.; Kaplan M.; Kaabar M.K.A.; Yang H.
The work aims to explore the exponential rational function technique and the generalized Kudryashov procedure to investigate one of the most important equations which is the equation of cold bosonic atoms in a zig-zag optical lattice. The considered equation is reduced to a supreme equation by using the continuum approximation which describes the soliton's dynamics with the implication pulse variables. The adopted techniques are accurate, simple, straightforward, and succinct to compute.