In this paper, by using the Lie symmetry analysis, all of the geometric vector fields of the (3+
1) (3+1)-Burgers system are obtained. We find the 1, 2, and 3-dimensional optimal system of …

The Lie symmetry method is performed for the fifth‐order nonlinear evolution Kudryashov‐
Sinelshchikov equation. We will find ones and two‐dimensional optimal systems of Lie …

In this paper, Lie symmetry method is performed for the Hirota–Ramani (H–R) equation. We
will find the symmetry group and optimal systems of Lie subalgebras. Furthermore …

We consider the problem on group classification and conservation laws for first-order
evolution equations. Subclasses of these general equations which are quasi-self-adjoint …

SciELO - Brasil - New conservation laws for inviscid Burgers equation New conservation laws
for inviscid Burgers equation Acessibilidade / Reportar erro Brasil Lista alfabética de periódicos …

Some exact solutions of KdV-Burgers-Kuramoto (KBK) equation are derived by the anzas
and tanh methods. Also, the most general Lie point symmetry group of the KBK equation are …

This paper uses the classical Lie method to determine symmetry reductions and exact
solutions of the time-dependent Calogero-Bogoyavlenskii-Schiff equation (vCBS). This …

In this article, by using the Herman–Pole technique the conservation laws of the (3+ 1)−
(3+1)- Jimbo–Miwa equation are obtained, and then by using the Lie symmetry analysis all …

Using the basic Lie symmetry method, we find the most general Lie point symmetries group
of the inviscid Burgers' equation. Looking at the adjoint representation of the obtained …

We discuss the Lie point symmetries and discrete symmetries of the inviscid Burgers
equation. By employing the Lie group method of infinitesimal transformations, symmetry …