In this paper, a numerical method for solving time‐varying delay equations and optimal
control problems with time‐varying delay systems is discussed. This method is based upon …

In this study, we use the improved Bernoulli sub-equation function method for exact
solutions to the generalized (3+ 1) shallow water-like (SWL) equation. Some new solutions …

We use the m+ 1 G′-expansion method in reaching the exact solution of the (3+ 1)-
dimensional B-type Kadomtsev-Petviashvili-Boussinesq, Newel-Whitehead-Segel, and …

In this study, third-order fractional (1+ 1)-dimensional dispersive partial differential equations
are numerically solved using the generalized fractional-order Fibonacci wavelet functions …

Researching different solutions of nonlinear models has been interesting in different fields of
science and application. In this study, we investigated different solutions of fourth-order …

In this paper, we study the generalized higher-order nonlinear Schrödinger equation
analytically. We use two integral schemes for conducting this study. Dark, bright, combined …

In this study, a robust hybrid method is used as an alternative method, which is a different
method from other methods for the approximate of the telegraph equation. The hybrid …

In this paper, our main aim is to find the new travelling wave solutions to the Wu–Zhang
system which describes dispersive long waves. Some new and important travelling wave …

In this paper, we have obtained the numerical solutions of complex differential equations
with variable coefficients by using the Legendre Polynomials and we have performed it on …

In this paper, the numerical solutions of complex differential equations are provided by the
Hermite Polynomials and carried on two problems. As a result, the exact solutions and …