AbstractPfaffianization procedure due to Hirota and Ohta is applied to the two-dimensional Toda lattice. As a result, a Pfaffianized version of the two-dimensional Toda lattice is found
The tridiagonal Toda lattice equation is a fundamental example of an explicitly solvable differentia...
© 2016, Institute of Mathematics. All rights reserved. In this paper we present multidimensional ana...
The Toda lattice is an important dynamical system studied in the theory of integrable systems. It is...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
In this paper we present an analytic and geometric framework for the construction of solutions of th...
The first main aim of this article is to derive an explicit solution formula for the scalar two-dime...
AbstractFirst, we derive a simple connection between Toda and Langmuir lattices and give a character...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
A general Casoratian formulation is proposed for the 2D Toda lattice equation, which involves two co...
A relation between the Toda lattice and some fractal set is studied. The solutions of the Toda latti...
AbstractOne of the feature of the integrable systems is that all forward things are determined by it...
AbstractThe controlability of the n-dimensional Toda lattice is discussed and some of its properties...
Abstract In this paper, we derive the Grammian determinant solutions to the modified two-dimensional...
We extend the classical theory of Darboux invariants from two to three dimensions in order to constr...
We study lattice Miura transformations for the Toda and Volterra lattices, relativistic Toda and Vol...
The tridiagonal Toda lattice equation is a fundamental example of an explicitly solvable differentia...
© 2016, Institute of Mathematics. All rights reserved. In this paper we present multidimensional ana...
The Toda lattice is an important dynamical system studied in the theory of integrable systems. It is...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
In this paper we present an analytic and geometric framework for the construction of solutions of th...
The first main aim of this article is to derive an explicit solution formula for the scalar two-dime...
AbstractFirst, we derive a simple connection between Toda and Langmuir lattices and give a character...
This article is a part of the special issue titled “Symmetries and Integrability of Difference Equat...
A general Casoratian formulation is proposed for the 2D Toda lattice equation, which involves two co...
A relation between the Toda lattice and some fractal set is studied. The solutions of the Toda latti...
AbstractOne of the feature of the integrable systems is that all forward things are determined by it...
AbstractThe controlability of the n-dimensional Toda lattice is discussed and some of its properties...
Abstract In this paper, we derive the Grammian determinant solutions to the modified two-dimensional...
We extend the classical theory of Darboux invariants from two to three dimensions in order to constr...
We study lattice Miura transformations for the Toda and Volterra lattices, relativistic Toda and Vol...
The tridiagonal Toda lattice equation is a fundamental example of an explicitly solvable differentia...
© 2016, Institute of Mathematics. All rights reserved. In this paper we present multidimensional ana...
The Toda lattice is an important dynamical system studied in the theory of integrable systems. It is...
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