Result of search for papers related to "mp_arc 19-45".
Page 1. Papers 1 - 32 of 128 matching the query. Best matches first:
19-45 Hans Koch
Golden mean renormalization for the almost Mathieu operator and related skew products (2944K, pdf) Jul 15, 19
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21-23 Hans Koch
Asymptotic scaling and universality for skew products with factors in SL(2,R) (615K, pdf) Apr 28, 21
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19-59 Hans Koch and Sasha Kocic
Renormalization and universality of the Hofstadter spectrum (1766K, pdf) Nov 15, 19
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20-34 Hans Koch
On trigonometric skew-products over irrational circle-rotations (569K, pdf) Apr 6, 20
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22-10 Hans Koch
Universal supercritical behavior for some skew-product maps (556K, pdf) Feb 28, 22
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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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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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05-108 Joaquim Puig
A Nonperturbative Eliasson's Reducibility Theorem (345K, pdf) Mar 17, 05
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06-89 Hans Koch
Renormalization of Vector Fields (3891K, pdf) Mar 22, 06
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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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99-472 David Damanik
Gordon-type arguments in the spectral theory of one-dimensional quasicrystals (288K, postscript) Dec 7, 99
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99-480 Emilia Petrisor
Nontwist area preserving maps with reversing symmetry group (66K, LATeX 2e) Dec 16, 99
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01-224 Alexander Fedotov and Fr d ric Klopp
On the absolutely continuous spectrum of one dimensional quasi-periodic Schr dinger operators in the adiabatic limit (469K, Postscript) Jun 22, 01
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05-26 Yulia Karpeshina and Young-Ran Lee
Spectral Properties of a Polyharmonic Operator with Limit Periodic Potential in Dimension Two (an announcement). (317K, ps) Jan 20, 05
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05-107 Henk W. Broer, Carles Simo, Renato Vitolo
Chaos and quasi-periodicity in diffeomorphisms of the solid torus (15613K, PDF) Mar 17, 05
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05-332 Yulia Karpeshina, Young-Ran Lee
Properties of a Polyharmonic Operator with Limit-Periodic Potential in Dimension Two. (392K, pdf) Sep 20, 05
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06-2 Yulia Karpeshina, Young-Ran Lee
Spectral Properties of Polyharmonic Operators with Limit-Periodic Potential in Dimension Two. (1402K, Postscript) Jan 3, 06
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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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10-130 Yulia Karpeshina, Young-Ran Lee
Spectral properties of a limit-periodic Schr\"{o}dinger operator in dimension two (549K, LaTeX 2e with 5 EPS Figures) Aug 24, 10
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22-57 Renato Calleja, Alessandra Celletti, Joan Gimeno, Rafael de la Llave
Accurate computations up to break-down of quasi-periodic attractors in the dissipative spin-orbit problem (11011K, PDF) Oct 13, 22
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92-10 Aurich R., Bolte J., Matthies C., Sieber M., Steiner F.
Crossing the Entropy Barrier of Dynamical Zeta Functions (55K, LaTeX) Feb 13, 92
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93-190 Jitomirskaya S.
Anderson Localization for the Almost Mathieu Equation: A Nonperturbative Proof. (22K, LaTeX) Jun 21, 93
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93-231 Jitomirskaya S.
Anderson Localization for the Almost Mathieu Equation, II: Point Spectrum for $\lambda >2.$ (21K, LaTeX) Sep 9, 93
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94-274 T. Paul, A. Uribe
On the pointwise behavior of semi-classical measures (79K, LaTeX) Aug 19, 94
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95-355 Last Y.
Almost Everything about the Almost Mathieu Operator I (22K, TeX) Jul 5, 95
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96-49 D. del-Castillo-Negrete, J. M. Greene, P. Morrison
Renormalization and transition to chaos in area preserving non twist maps. (90K, Latex 2.0) Feb 23, 96
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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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98-165 F. Bonetto, E.G.D. Cohen, C. Pugh
On the Validity of the Conjugate Pairing Rule for Lyapunov Exponents (445K, ps) Mar 9, 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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00-354 Juan J. Abad, Hans Koch, Peter Wittwer
Renormalization group analysis of Hamiltonian flows (27K, amstex) Sep 11, 00
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