Publication date
March 2002
DOI Publisher
Éditions scientifiques et médicales Elsevier SAS.Abstract
AbstractThe controlability of the n-dimensional Toda lattice is discussed and some of its properties are pointed out
AbstractThe controlability of the n-dimensional Toda lattice is discussed and some of its properties are pointed out
Given the tridiagonal matrix J(t) defining a Toda lattice solution, the dynamic behavior of zeros of...
AbstractWe study classical multiparticle system (e.g. Toda lattice) on the line whose dynamics will ...
An integrability criterion for discrete systems based on singularity confinement has been defined re...
AbstractThe controlability of the n-dimensional Toda lattice is discussed and some of its properties...
We extend the classical theory of Darboux invariants from two to three dimensions in order to constr...
In this work, we prove a Nekhoroshev-type stability theorem for the Toda lattice with Dirichlet boun...
The objective of the article is to obtain general conditions for several types of controllability at...
A relation between the Toda lattice and some fractal set is studied. The solutions of the Toda latti...
© 2016, Institute of Mathematics. All rights reserved. In this paper we present multidimensional ana...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
(eng) Many tiling spaces such as domino tilings of fixed figures have an underlying lattice structur...
Sufficient conditions for constructing a set of solutions of the Toda lattice are analyzed. First, u...
AbstractPfaffianization procedure due to Hirota and Ohta is applied to the two-dimensional Toda latt...
This paper studies controllability and stabilizability of continuous piecewise affine dynamical syst...
The Toda lattice is an important dynamical system studied in the theory of integrable systems. It is...
Given the tridiagonal matrix J(t) defining a Toda lattice solution, the dynamic behavior of zeros of...
AbstractWe study classical multiparticle system (e.g. Toda lattice) on the line whose dynamics will ...
An integrability criterion for discrete systems based on singularity confinement has been defined re...
AbstractThe controlability of the n-dimensional Toda lattice is discussed and some of its properties...
We extend the classical theory of Darboux invariants from two to three dimensions in order to constr...
In this work, we prove a Nekhoroshev-type stability theorem for the Toda lattice with Dirichlet boun...
The objective of the article is to obtain general conditions for several types of controllability at...
A relation between the Toda lattice and some fractal set is studied. The solutions of the Toda latti...
© 2016, Institute of Mathematics. All rights reserved. In this paper we present multidimensional ana...
International audienceWe present some basic facts about the controllability of nonlinear finite dime...
(eng) Many tiling spaces such as domino tilings of fixed figures have an underlying lattice structur...
Sufficient conditions for constructing a set of solutions of the Toda lattice are analyzed. First, u...
AbstractPfaffianization procedure due to Hirota and Ohta is applied to the two-dimensional Toda latt...
This paper studies controllability and stabilizability of continuous piecewise affine dynamical syst...
The Toda lattice is an important dynamical system studied in the theory of integrable systems. It is...
Given the tridiagonal matrix J(t) defining a Toda lattice solution, the dynamic behavior of zeros of...
AbstractWe study classical multiparticle system (e.g. Toda lattice) on the line whose dynamics will ...
An integrability criterion for discrete systems based on singularity confinement has been defined re...
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