In this paper, we investigate the traveling wave solutions for some new fifth-order partial
differential equations introduced by Wazwaz in [1]. We use the G//G expansion method to …

The aim of this work is three fold. First, via a fractional complex transformation and a
simplified bilinear method, N-shock-wave solutions for the variable-coefficient fractal …

Two-mode equations model the spread of two different wave modes simultaneously. A new
two-mode dispersive Fisher of third order (TMDF) is proposed and different types of …

In this work, we consider the time-fractional version of the well-known integrable Ito system
to study the effect of its fractional index” memory index”. A modified approach of a relatively …

In this work we investigated further solutions of new family of nonlinear two-mode equations.
We considered the two-mode Sharma-Tasso-Olver (TMSTO) equation and two-mode fourth …

In this paper, a simplified bilinear method combined with a fractional transform has been
used to obtain new multiple soliton solutions for the Fractional coupled modified KdV …

In this paper, a fractional sub-equation method is proposed for finding exact solutions of the
space–time fractional Burger's equation and the space-time fractional fifth-order Sawda …

In this paper, we apply the Ansatz method, the exp-function method and the\left (G^'G\right)
G′ G-expansion method to establish the exact solutions of the time fractional Hamiltonian …

This paper deals with a constrained LQ-type optimal control problem (OCP) in the presence
of fixed levels input restrictions. We consider control processes governed by linear …