Add to ORKGThis article is a part of the special issue titled “Symmetries and Integrability of Difference Equations (SIDE VI)” We apply the pfaffianization procedure to the q-difference version of the two-dimen-sional Toda lattice equation to produce the pfaffian analogue of the q-difference two-dimensional Toda lattice equation. A solution to the pfaffianized system is expressed in terms of the q-exponential functions.
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
AbstractPfaffianization procedure due to Hirota and Ohta is applied to the two-dimensional Toda latt...
Abstract: A constructive method for exactly solving difference-difference equations(DDE) is presente...
It is shown that the 2-dimensional Toda equation can be decomposed into two integrable differential-...
It is shown that the 2-dimensional Toda equation can be decomposed into two integrable differential-...
Let KdV stand for the Nth Gelfand-Dickey reduction of the KP hierarchy. The purpose of this Letter i...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
Based on the motivation of generalizing the correspondence between the Lax equation for the Toda lat...
The first main aim of this article is to derive an explicit solution formula for the scalar two-dime...
We consider modular pairs of certain second-order q-difference equations. An example of such a pair ...
The first main aim of this article is to derive an explicit solution formula for the scalar two-dime...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
AbstractPfaffianization procedure due to Hirota and Ohta is applied to the two-dimensional Toda latt...
Abstract: A constructive method for exactly solving difference-difference equations(DDE) is presente...
It is shown that the 2-dimensional Toda equation can be decomposed into two integrable differential-...
It is shown that the 2-dimensional Toda equation can be decomposed into two integrable differential-...
Let KdV stand for the Nth Gelfand-Dickey reduction of the KP hierarchy. The purpose of this Letter i...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
Based on the motivation of generalizing the correspondence between the Lax equation for the Toda lat...
The first main aim of this article is to derive an explicit solution formula for the scalar two-dime...
We consider modular pairs of certain second-order q-difference equations. An example of such a pair ...
The first main aim of this article is to derive an explicit solution formula for the scalar two-dime...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...
The first main aim of this article is to derive an explicit solution formula for the scalar 2d-Toda ...