In this paper, we bring out the Lie symmetries and associated similarity reductions of the recently proposed (2+1) dimensional long dispersive wave equation. We point out that the integrable system admits an infinite-dimensional symmetry algebra along with Kac-Moody-Virasoro-type subalgebras. We also bring out certain physically interesting solutions
In soliton theory, the dynamics of solitary wave solutions may play a crucial role in the fields of ...
We classify 2+1 dimensional integrable systems with nonlocality of the intermediate long wave type. ...
In this work G'/G-expansion method has been employed to solve (2+1)-dimensional dispersive long wave...
In this paper, we bring out the Lie symmetries and associated similarity reductions of the recently ...
In this paper, the generalisation of integrable (2+1)-dimensional dispersive long-wave equation (GDL...
This paper considers a generalized double dispersion equation depending on a nonlinear function f (...
The Lie symmetry analysis and the basic similarity reductions are performed for the Wu-Zhang equatio...
AbstractA new generalized transformation based upon the well-known Riccati equation is presented and...
The Lie symmetry analysis and the basic similarity reductions are performed for the Wu-Zhang equatio...
In this paper, we investigate the integrability aspects of the (2+1) dimensional coupled long disper...
We classify 2 + 1 dimensional integrable systems with nonlocality of the intermediate long wave type...
In this paper we study Lie symmetries, Kac-Moody-Virasoro algebras, similarity re-ductions and parti...
The Lie group of infinitesimal transformations technique and similarity reduction is performed for o...
We study a class of nonlinear dispersive models called the -equations from the Lie group-theoretic p...
In this paper we have investigated the Lie symmetries and similarity reductions of the new completel...
In soliton theory, the dynamics of solitary wave solutions may play a crucial role in the fields of ...
We classify 2+1 dimensional integrable systems with nonlocality of the intermediate long wave type. ...
In this work G'/G-expansion method has been employed to solve (2+1)-dimensional dispersive long wave...
In this paper, we bring out the Lie symmetries and associated similarity reductions of the recently ...
In this paper, the generalisation of integrable (2+1)-dimensional dispersive long-wave equation (GDL...
This paper considers a generalized double dispersion equation depending on a nonlinear function f (...
The Lie symmetry analysis and the basic similarity reductions are performed for the Wu-Zhang equatio...
AbstractA new generalized transformation based upon the well-known Riccati equation is presented and...
The Lie symmetry analysis and the basic similarity reductions are performed for the Wu-Zhang equatio...
In this paper, we investigate the integrability aspects of the (2+1) dimensional coupled long disper...
We classify 2 + 1 dimensional integrable systems with nonlocality of the intermediate long wave type...
In this paper we study Lie symmetries, Kac-Moody-Virasoro algebras, similarity re-ductions and parti...
The Lie group of infinitesimal transformations technique and similarity reduction is performed for o...
We study a class of nonlinear dispersive models called the -equations from the Lie group-theoretic p...
In this paper we have investigated the Lie symmetries and similarity reductions of the new completel...
In soliton theory, the dynamics of solitary wave solutions may play a crucial role in the fields of ...
We classify 2+1 dimensional integrable systems with nonlocality of the intermediate long wave type. ...
In this work G'/G-expansion method has been employed to solve (2+1)-dimensional dispersive long wave...
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