Result of search for papers related to "mp_arc 02-321".
Page 1. Papers 1 - 32 of 128 matching the query.
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- 02-321 Nandor Simanyi
- Proving The Ergodic Hypothesis for Billiards With Disjoint Cylindric Scatterers
(81K, AMS-TeX)
Jul 24, 02
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- 99-236 Nandor Simanyi
- The Complete Hyperbolicity of Cylindric Billiards
(70K, AMS TeX)
Jun 18, 99
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- 02-428 Nandor Simanyi
- Proof of the Ergodic Hypothesis for Typical Hard Ball Systems
(142K, AMS-TeX)
Oct 17, 02
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- 00-328 Nandor Simanyi
- The Proof of the Boltzmann-Sinai Ergodic Hypothesis for Typical
Hard Disk Systems
(467K, Postscript)
Aug 30, 00
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- 03-84 Nandor Simanyi
- Proof of the Boltzmann-Sinai Ergodic Hypothesis for Typical Hard Disk Systems
(168K, AMS TeX)
Mar 3, 03
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- 04-222 Nandor Simanyi
- The Boltzmann-Sinai Ergodic Hypothesis in Two Dimensions
(Without Exceptional Models)
(151K, AMS-TeX)
Jul 21, 04
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- 05-348 Nandor Simanyi
- The Boltzmann-Sinai Ergodic Hypothesis in Full Generality (Without Exceptional Models)
(420K, PDF)
Oct 2, 05
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- 05-430 Nandor Simanyi
- The Boltzmann-Sinai Ergodic Hypothesis in Full Generality (Without Exceptional Models)/Version 2
(491K, PDF)
Dec 20, 05
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- 06-158 Nandor Simanyi
- Conditional Proof of the Boltzmann-Sinai Ergodic Hypothesis (Assuming the Hyperbolicity of Typical Singular Orbits)
(91K, AMS TeX)
May 14, 06
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- 96-80 Simanyi N., Szasz D.
- The Boltzmann-Sinai Ergodic Hypothesis for Hard Ball Systems
(383K, POSTSCRIPT)
Mar 17, 96
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- 98-114 Simanyi N., Szasz D.
- Cylindric Billiards and Transitive Lie group Actions
(63K, AMSTeX)
Mar 2, 98
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- 95-374 Simanyi N., Szasz D.
- The K-Property of Hamiltonian Systems with Restricted Hard Ball Interactions
(71K, AMSTeX (Preprint Style))
Aug 9, 95
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- 97-141 Simanyi N.
- Ergodicity of Spheres in a Box
(88K, AMSTeX (Preprint Style))
Mar 21, 97
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- 93-157 Szasz , D.
- The K-property of `Orthogonal' Cylindric Billiards
(56K, AMSTeX)
Jun 3, 93
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- 93-279 Garrido Pedro, Gallavotti Giovanni
- Billiards correlation functions
(714K, TeX)
Oct 28, 93
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- 95-32 G. Gallavotti, E.G.D. Cohen
- Dynamical ensembles in stationary states
(122K, TeX)
Jan 28, 95
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- 05-30 P. Balint and I. P. Toth
- Hyperbolicity in multi-dimensional Hamiltonian systems with applications to soft billiards
(328K, pdf)
Jan 21, 05
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- 92-97 C.Liverani , M.Wojtkowski
- Ergodicity in hamiltonian systems
(194K, AmsTeX 2.1)
Jul 29, 92
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- 94-33 G.Gentile
- A proof of existence of whiskered tori with
quasi flat homoclinic
intersections in a class of almost integrable hamiltonian systems
(149K, Plain Tex)
Feb 10, 94
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- 94-62 Degli Esposti M., Graffi S., Isola S.
- Classical Limit of the Quantized Hyperbolic Toral Automorphisms
(100K, AmS-TeX)
Mar 10, 94
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- 95-230 Graffi S., Martinez A.
- An Example of a Quantum Ergodic System
(45K, LaTeX)
May 25, 95
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- 95-264 S.Zelditch
- Quantum ergodicity of C* dynamical systems
(68K, AmsLatex (amsart))
Jun 12, 95
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- 95-415 Exner P.
- Contact interactions on graph superlattices
(107K, LATEX)
Sep 7, 95
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- 95-430 Knill O.
- Maximizing the packing density on a class of
almost periodic sphere packings
(50K, LaTeX)
Sep 21, 95
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- 97-4 Rudnev M., Wiggins S.
- Existence of exponentially small separatrix splitting
and homoclinic connections
between whiskered tori in weakly hyperbolic near-integrable Hamiltonian
systems. Revised version.
(305K, LaTeX)
Jan 4, 97
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- 97-155 A.Katok, A.Kononenko
- Cocycles' stability for partially hyperbolic systems
(54K, Latex 2e)
Apr 1, 97
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- 99-64 Yu.E.KUZOVLEV
- Kinetical theory beyond conventional approximations and 1/f-noise
(123K, LaTex)
Feb 28, 99
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- 99-76 P\'eter B\'alint
- Chaotic and Ergodic Properties of Cylindric Billiards
(98K, LaTeX 2e)
Mar 16, 99
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- 00-465 Amadeu Delshams, Yuri Fedorov and Rafael Ramirez-Ros
- Homoclinic billiard orbits inside symmetrically perturbed ellipsoids
(1055K, zipped PostScript)
Nov 22, 00
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- 00-466 Stefano Isola
- ON SYSTEMS WITH FINITE ERGODIC DEGREE
(118K, LateX)
Nov 22, 00
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- 01-3 Hans Henrik Rugh
- Coupled Maps and Analytic Function Spaces
(530K, Postscript)
Jan 4, 01
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- 01-424 Diogo A. Gomes
- Viscosity Solutions of Hamilton-Jacobi Equations, and Asymptotics for Hamiltonian Systems
(233K, PDF)
Nov 14, 01
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