Geodesic

Tome 99 (1994) no. 3

Sommaire

Completely integrable one-dimensional classical and relativistic time-dependent hamiltonians
p. 355-363
Asymmetrical response of semiconductor lasers in optical systems
p. 364-369
Double singular manifold method for the mKdV equation
p. 370-376
On quantum multi-Hamiltonian systems
p. 377-381
NLS-tupe equations in 2+1 dimensions: New type of solutions and non-isospectral problems
p. 382-389
$q$-Discretization of the two-dimensional Toda equations
p. 390-398
Clipping – a new investigation method for PDEs in compact domains
p. 399-405
Nonlinear evolution of directional solidification patterns
p. 406-412
Lattice dark solitons in the linear potential
p. 413-418
Boussinesq–type system of equations in the Bénard–Marangoni system
p. 419-427
Classical integrable lattice models through quantum group related formalism
p. 428-434
Levi–Civita theory for irrotational water waves in a one dimensional channel and the complex Korteweg–de Vries equation
p. 435-440
Two topics of the integrable soliton equation
p. 441-449
Quantization of planar ferromagnets in the Chern–Simons representation
p. 450-461
On topological soliton dynamics in multidimensional ferromagnetic continuum
p. 462-470
Integrable and nonintegrable cases of the Lax equations with a source
p. 471-477
Riccati pseudopotential of AKNS two-family NLPDEs by Painlevé analysis
p. 478-486
A new-type of soliton behavior of the Davey–Stewartson equations in a plasma system
p. 487-498
$W_{1+\infty }$ symmetries of quantum Calogero system
p. 499-500
Soliton solutions of the Hamiltonian DSI and DSIII equations
p. 501-508
Integrable hierarchies: Painlevé indices and compatibility conditions
p. 509-516
Constructing nonlinear integrable equations by direct linearization
p. 517-527
Painlevé expansion and exact solution for nonlinear evolution equations
p. 528-536
Discrete symmetries and solitons
p. 537-544
Integrable and near-integrable dynamical systems associated with Bianchi IX metrics
p. 545-551
A connection between the Henon–Heiles system and the Garnier system
p. 552-559