Séminaire sur les équations non linéaires (Choodnovsky), Tome (1977-1978)

Liste complète des exposés

Introduction

Choodnovsky, D. V. ; Choodnovsky, G. V.

article no. 1, 2 p.

Hamiltonian structure for one and two dimensional completely integrable systems. Two dimensional completely integrable systems associated with eigenvalue problems and complete description of their meromorphic solutions

Choodnovsky, D. V.

Exposé no. 1, 37 p.

Pole interpretation of one-dimensional completely integrable systems of Korteweg-de Vries and Burgers-Hopf type

Choodnovsky, D. V.

Exposé no. 2, 25 p.

Many-particle completely integrable systems and poles of meromorphic solutions of non-linear evolution equations

Choodnovsky, D. V.

Exposé no. 3, 11 p.

Meromorphic solutions of two-dimensional equations with algebraic laws of conservation

Choodnovsky, D. V.

Exposé no. 4, 18 p.

Multidimensional two-particles problem with non-central potential

Choodnovsky, D. V. ; Choodnovsky, G. V.

Exposé no. 5, 8 p.

Completely integrable class of mechanical systems connected with Korteweg-de Vries and multicomponent Schrödinger equations - I

Choodnovsky, D. V. ; Choodnovsky, G. V.

Exposé no. 6, 9 p.

Meromorphic solutions of Benjamin-Ono equation

Choodnovsky, D. V.

Exposé no. 7, 7 p.

One class of meromorphic solutions of general two-dimensional non-linear equations, connected with the algebraic inverse scattering method

Choodnovsky, D. V.

Exposé no. 8, 9 p.

Multisoliton formula for completely integrable two-dimensional systems

Choodnovsky, D. V. ; Choodnovsky, G. V.

Exposé no. 9, 5 p.

Meromorphic eigenvalue problem, pole interpretation and many-particle problem for non-linear equations

Choodnovsky, D. V. ; Choodnovsky, G. V.

Exposé no. 10, 7 p.

Sur les systèmes à plusieurs particules avec potentiel en

1 / r^{2}

, l’équation de Riccatti et les systèmes complètement intégrables reliés à l’équation de Schrödinger

Choodnovsky, D. V. ; Choodnovsky, G. V.

Exposé no. 11, 8 p.