Geometrical aspects of nonlinear differential equations
Edited by:
Joseph Krasil'shchik,
Moscow Institute for Municipal Economy, Russia, and
Alexandre Vinogradov,
University of Salerno, Italy.
Special Issue of Acta Applicandae Mathematicae,
Volume 56, Issue 2/3, May 1999,
321 pages, ISSN: 0167-8019.
Contents
Foreword, A. M. Vinogradov
pp. 119-120
Symmetry Algebra of the Benjamin–Ono Equation,
V. N. Chetverikov
pp. 121-138
The Three-Line Theorem for the Vinogradov C-Spectral Sequence of the Yang–Mills Equations,
Dmitri Gessler
pp. 139-153
Contact Transformations and Local Reducibility of ODE to the Form,
V. N. Gusyatnikova, V. A. Yumaguzhin
pp. 155-179
Double Complexes and Cohomological Hierarchy in a Space of Weakly Invariant Lagrangians of Mechanics,
O. M. Khudaverdian, D. A. Sahakyan
pp. 181-215
Coverings and Integrability of the Gauss–Mainardi–Codazzi Equations,
Joseph Krasil‘shchik, Michal Marvan
pp. 217-230
Quantum Mechanics on Manifolds,
V. Lychagin
pp. 231-251
Symmetries of Linear and Linearizable Systems of Differential Equations,
A. V. Samokhin
pp. 253-300
Graded Differential Equations and Dirac Type Operators,
Lev V. Zilbergleit
pp. 301-320
