The aim of this work is twofold. First, we seek functional explicit solutions to the conformable-
time fractional predator–prey model by adapting the extended Kudryashov method. Second …

In this work, new traveling wave solutions are generated for the system that models
nematicons in liquid crystals using the (1∕ G′)-expansion method. In the equation system …

In this paper, we consider an extended Calogero-Bogoyavlenskii-Schiff (eCBS) equation.
Based on a logarithmic derivative transform and with the aid of symbolic computation, we …

In this article, we construct the exact solutions of Kudryashov–Sinelshchikov equation (KSE)
which is the generalization of KdV and describes the nonlinear waves in mixtures of gas …

In this article, we applied two different methods namely as the (1/G′)-expansion method
and the Bernoulli sub-equation method to investigate the generalized Kadomtsev …

The Thomas equation, which controls ion exchange as well as chemical kinetics and
advection processes in chemical systems, has its coefficients expanded as functions of time …

The main goal of this paper is to extract the closed-form wave solutions by means of (G′/G)-
expansion method to the DNA flow known as the Peyrard–Bishop model which describes …

We study both numerical and random approximations of the global attractor for the nonlinear
Schrodinger lattice equation. First, for a discrete-time Schrodinger lattice equation via the …

In this study, the generalized (3+ 1)-dimensional Shallow Water-Like (SWL) equation, which
is one of the evolution equations, is taken into consideration. With the help of this evolution …

Atomik düzeyde evreni ve günlük yaşamı tanımlayan temel diferansiyel denklemlerden biri
kuantum mekaniğindeki Schrödinger denklemidir. Schrödinger denklemlerinin çözümleri …