Result of search for papers related to "mp_arc 00-354".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
00-354 Juan J. Abad, Hans Koch, Peter Wittwer
Renormalization group analysis of Hamiltonian flows (27K, amstex) Sep 11, 00
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98-261 Juan J. Abad, Hans Koch, Peter Wittwer
A Renormalization Group for Hamiltonians: Numerical Results (673K, plain TeX with embedded PS figures) Apr 8, 98
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99-200 Juan J. Abad, Hans Koch
Renormalization and Periodic Orbits for Hamiltonian Flows (109K, plain TeX, one eps figure) May 28, 99
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06-89 Hans Koch
Renormalization of Vector Fields (3891K, pdf) Mar 22, 06
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98-51 C. Chandre, M. Govin, H.R. Jauslin, H. Koch
Universality for the breakup of invariant tori in Hamiltonian flows (820K, REVTeX with embedded PS figures) Feb 6, 98
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01-191 Hans Koch
On the Renormalization of Hamiltonian Flows, and Critical Invariant Tori (54K, plain TeX) May 25, 01
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96-383 Hans Koch
A Renormalization Group for Hamiltonians, with Applications to KAM Tori (163K, plain TeX) Aug 22, 96
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97-309 Govin M., Chandre C., Jauslin H.R.
KAM-Renormalization Group Analysis of Stability in Hamiltonian Flows (88K, Postscript) Jun 3, 97
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98-482 Chandre C., Jauslin H.R.
Critical strange attractor and universality in a renormalization scheme for three frequency Hamiltonian systems (206K, REVTeX) Jul 2, 98
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02-175 Hans Koch
A Renormalization Group Fixed Point Associated with the Breakup of Golden Invariant Tori (6094K, plain TeX) Apr 9, 02
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04-210 Hans Koch
Existence of Critical Invariant Tori (6121K, plain TeX, Section.6.tgz) Jul 12, 04
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05-285 Hans Koch and Joao Lopes Dias
Renormalization of Diophantine Skew Flows, with Applications to the Reducibility Problem (99K, plain TeX) Aug 23, 05
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06-220 Hans Koch and Sasa Kocic
Renormalization of Vector Fields and Diophantine Invariant Tori (116K, plain TeX) Aug 11, 06
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92-104 Olvera A., Vargas C.
A continuation method to study periodic orbits of the Froeschle map. (2166K, ps) Sep 4, 92
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93-140 MacKay RS , Muldoon MR
Diffusing through spectres: ridge curves, ghost circles and a partition of phase space. (373K, PostScript) May 18, 93
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94-41 Simo, Carles
Averaging under Fast Quasiperiodic Forcing (615K, PostScript) Mar 2, 94
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95-506 Bonetto, F., Gallavotti, G., Gentile, G., Mastropietro, V.
Lindstedt series, ultraviolet divergences and Moser's theorem (466K, Postscript, uncompressed) Nov 28, 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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97-402 Chandre C., Govin M., Jauslin H.R.
KAM-Renormalization Group Approach to the Break-up of Invariant Tori in Hamiltonian Systems (174K, Postscript) Jul 15, 97
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98-357 Chandre C., Jauslin H.R., Benfatto G.
An Approximate KAM-Renormalization-Group Scheme for Hamiltonian Systems (30K, RevTeX) May 22, 98
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99-74 C. Chandre, H.R. Jauslin, G. Benfatto, A. Celletti
An approximate renormalization-group transformation for Hamiltonian systems with three degrees of freedom (503K, REVTeX with 7 PS figures) Mar 12, 99
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99-201 C. Chandre, H.R. Jauslin
Strange attractor for the renormalization flow for invariant tori of Hamiltonian systems with two generic frequencies (352K, REVTeX with 5 PS figures) May 31, 99
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00-229 Cristel Chandre, Pierre Moussa
Scaling law for the critical function of an approximate renormalization (188K, Postscript) May 18, 00
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03-159 Massimiliano Berti, Luca Biasco, Enrico Valdinoci
Periodic orbits close to elliptic tori and applications to the three-body problem (158K, LaTeX) Apr 4, 03
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05-304 K. Khanin, J. Lopes Dias, J. Marklof
Multidimensional continued fractions, dynamical renormalization and KAM theory (664K, pdf) Sep 5, 05
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08-216 Denis Gaidashev, Hans Koch
Period doubling in area-preserving maps: an associated one-dimensional problem (4063K, Postscript) Nov 16, 08
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09-141 Hans Koch and Sasa Kocic
A renormalization approach to lower-dimensional tori with Brjuno frequency vectors (72K, LaTeX) Aug 18, 09
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13-43 Alejandro Luque; Daniel Peralta-Salas
Motion of charged particles in ABC magnetic fields (6547K, .tar.gz) May 10, 13
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94-394 Hans Koch, Alain Schenkel, Peter Wittwer
Computer-Assisted Proofs in Analysis and Programming in Logic: A Case Study (171K, plain TeX) Dec 16, 94
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