Result of search for papers related to "mp_arc 03-105".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
03-105 Bambusi D. Grebert B.
Forme normale pour NLS en dimension quelconque (20K, LaTeX) Mar 11, 03
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02-141 Bambusi, D.
BIRKHOFF NORMAL FORM FOR SOME NONLINEAR PDEs (438K, Postscript) Mar 21, 02
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98-153 Bambusi D.
Nekhoroshev theorem for small amplitude solutions in nonlinear Schr\"odinger equations (729K, PS) Mar 5, 98
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04-332 D. Bambusi, B. Gr\'ebert
BIRKHOFF NORMAL FORM FOR PDEs WITH TAME MODULUS (557K, pdf) Oct 25, 04
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03-464 Bambusi D., Berti M.
A Birkhoff--Lewis type theorem for some Hamiltonian PDEs (59K, LaTeX) Oct 10, 03
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19-44 Fenfen Wang, Rafael de la Llave
Response solutions to quasi-periodically forced systems, even to possibly ill-posed PDEs, with strongly dissipation and any frequency vectors (820K, PDF) Jun 28, 19
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03-130 Bambusi D.
An Averaging Theorem for Quasilinear Hamiltonian PDEs (81K, TeX) Mar 21, 03
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06-134 Hakan L. Eliasson and Sergei B. Kuksin
KAM for the non-linear Schroedinger equation - a short presentation (377K, pdf-file) Apr 27, 06
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12-24 J. L. Lebowitz, Ph. Mounaix, W.-M. Wang
Approach to equilibrium for the stochastic NLS (458K, pdf) Feb 14, 12
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00-297 Jorba A., Villanueva J.
The fine geometry of the Cantor families of invariant tori in Hamiltonian systems (94K, PostScript, gzipped and uuencoded) Jul 19, 00
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06-144 L. H. Eliasson and S. B. Kuksin
KAM for the non-linear Schroedinger equation (692K, pdf) May 2, 06
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10-72 Massimiliano Berti, Luca Biasco
Branching of Cantor manifolds of elliptic tori and applications to PDEs (820K, pdf) May 6, 10
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17-15 Massimiliano Berti,Jean-Marc Delort
Almost global existence of solutions for capillarity-gravity water waves equations with periodic spatial boundary conditions (1998K, PDF) Feb 4, 17
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18-116 Massimiliano Berti, Roberto Feola, Fabio Pusateri
Birkhoff normal form and long time existence for periodic gravity water waves. (1472K, PDF) Nov 17, 18
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93-298 Cicogna G., Gaeta G.
Symmetry Invariance and Center Manifolds for Dynamical Systems (43K, TeX) Nov 16, 93
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94-41 Simo, Carles
Averaging under Fast Quasiperiodic Forcing (615K, PostScript) Mar 2, 94
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95-439 R. de la Llave, P. Panayotaros
Gravity waves on the surface of the sphere (76K, Plain TeX) Oct 2, 95
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98-271 Avanzini F., Bambusi D.
Stability properties in Hamiltonian perturbations of resonant PDE's with symmetry: the case of NLS (446K, PS) Apr 14, 98
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98-501 Soffer, A., Weinstein, M.I.
Resonances, Radiation Damping and Instability in Hamiltonian Nonlinear Wave Equations (543K, LATeX 2e) Jul 12, 98
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05-75 Zhenguo Liang, Jiangong You
Quasi-Periodic Solutions for 1D Nonlinear Wave Equation with a General Nonlinearity (455K, pdf) Feb 21, 05
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12-26 Ernest Fontich, Rafael de la Llave, Yannick Sire
Construction of invariant whiskered tori by a parameterization method. Part II: Quasi-periodic and almost periodic breathers in coupled map lattices. (982K, pdf) Feb 17, 12
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19-34 M. Berti, R. Feola, L. Franzoi
Quadratic life span of periodic gravity-capillary water waves (496K, PDF) May 15, 19
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97-67 Bikker R.-P.
Semi-oriented bootstrap percolation in three dimensions (187K, Postscript) Feb 12, 97
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02-437 Bambusi D.
Averaging Theorem for Quasilinear Hamiltonian PDEs in Arbitrary Space Dimensions (82K, TeX) Oct 28, 02
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03-221 Panayotis Panayotaros
Quartic normal forms for the periodic nonlinear Schr\"odinger equation with dispersion management (298K, pdf) May 13, 03
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05-108 Joaquim Puig
A Nonperturbative Eliasson's Reducibility Theorem (345K, pdf) Mar 17, 05
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05-218 D. Bambusi, A. Ponno
On Metastability in FPU (361K, pdf) Jun 20, 05
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06-230 Laura Di Gregorio
Infinite dimensional hamiltonian systems and nonlinear wave equation: periodic orbits with long minimal period (1885K, postcript) Aug 26, 06
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07-55 Zhenguo Liang, School of Mathematical Sciences, Fudan University, Shanghai 200433, China
Quasi-Periodic Solutions for 1D Schr\"{o}dinger Equation with the Nonlinearity |u|^{2p}u (583K, pdf) Mar 7, 07
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08-160 Hakan L. Eliasson and Sergei B. Kuksin
On reducibility of Schr\"odinger equations with quasiperiodic in time potentials (306K, pdf) Sep 9, 08
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