Universal scalings of universal scaling exponents (original) (raw)

Combination Laws for Scaling Exponents and Relation to the Geometry of Renormalization Operators

Arturo Olvera

Journal of Statistical Physics, 2011

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Combination Laws for Scaling Exponents and Relation to the Geometry of Renormalization Operators. The Principle of Approximate Combination of Scaling Exponents

Arturo Olvera

Journal of Statistical Physics, 2011

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Renormalization group structure for sums of variables generated by incipiently chaotic maps

Alberto Robledo

Journal of Statistical Mechanics: Theory and Experiment, 2010

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Universality and asymptotic limits of the scaling exponents in circle maps

Oreste Piro

Physics Letters A, 1990

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Renormalization group for scaling at the torus-doubling terminal point

Ulrike Feudel

1995

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Universal renormalization-group dynamics at the onset of chaos in logistic maps and nonextensive statistical mechanics

Alberto Robledo

Physical Review E, 2002

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Scaling of distributions of sums of positions for chaotic dynamics at band-splitting points

Alberto Robledo

EPL (Europhysics Letters), 2014

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Renormalized entropy for one dimensional discrete maps: periodic and quasi-periodic route to chaos and their robustness

Ugur TIRNAKLI

The European Physical Journal B, 2013

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Scale invariance in chaotic time series: Classical and quantum examples

Juan Carlos Lopez Vieyra

Chaos Theory - Modeling, Simulation and Applications - Selected Papers from the 3rd Chaotic Modeling and Simulation International Conference (CHAOS2010), 2011

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Chaotic Dynamics of the Renormalization Group Flow and Standard Model Parameters”, Intl

Ervin Goldfain

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Renormalization group approach to chaotic strings

Stefan Groote, Hardi Veermäe

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Stationary distributions of sums of marginally chaotic variables as renormalization group fixed points

Alberto Robledo

Journal of Physics: Conference Series, 2010

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Renormalization and transition to chaos in area preserving nontwist maps

Diego Del-castillo-negrete

Physica D: Nonlinear Phenomena, 1997

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Renormalization of binary trees derived from one-dimensional unimodal maps

Edmond Rusjan

Journal of Statistical Physics, 1990

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Nonextensive Pesin identity: Exact renormalization group analytical results for the dynamics at the edge of chaos of the logistic map

Alberto Robledo

Physical Review E, 2004

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Period doubling, entropy, and renormalization

Charles Tresser

Fundamenta Mathematicae, 1998

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Critical exponents in the transition to chaos in one-dimensional discrete systems

G Ambika

Pramana-journal of Physics, 2002

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Birth of a New Class of Period-Doubling Scaling Behavior as a Result of Bifurcation in the Renormalization Equation

Alexei Mailybaev

Journal of Statistical Physics, 2008

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Scaling behavior of localization in quantum chaos

italo guarneri

Physical Review Letters, 1990

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Short chaotic strings and their behaviour in the scaling region

Stefan Groote

Chaos, Solitons & Fractals, 2009

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Universal Scaling Near the Onset of Chaos and the Spectrum of Lepton Magnetic Moments

Ervin Goldfain

2007

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Scaling relations in the Lyapunov exponents of one dimensional maps

G Ambika

Pramana-journal of Physics, 1994

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Emergent statistical-mechanical structure in the dynamics along the period-doubling route to chaos

Alvaro Díaz-Ruelas

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INFINITELY RENORMALIZABLE DIFFEOMORPHISMS OF THE DISK AT THE BOUNDARY OF CHAOS

Fernando Moreira

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CONNECTING PERIOD-DOUBLING CASCADES TO CHAOS

James Yorke

International Journal of Bifurcation and Chaos, 2012

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Universal scaling of Lyapunov exponents in coupled chaotic oscillators

Manuel Matias

Physical Review E, 2003

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Scaling Behavior of Chaotic Flows

Bernardo Huberman

Physical Review Letters, 1980

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Scaling behavior of transition to chaos in quasiperiodically driven dynamical systems

Ulrike Feudel

Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 1996

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Scaling invariance for dissipative chaos

S. Manvelyan

Physics of Particles and Nuclei Letters, 2011

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Supertracks and nth order windows in the chaotic regime

I. Dorobantu

Physics Letters A - PHYS LETT A, 1989

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Semiquantum chaos and the large N expansion

Harvey Shepard

Physica D: Nonlinear Phenomena, 1995

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Multiplicative chaos and the characteristic polynomial of the CUE: The 𝐿¹-phase

Christian Webb

Transactions of the American Mathematical Society, 2020

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Scaling of chaos versus periodicity: how certain is it that an attractor is chaotic?

Edward Ott

Physical review letters, 2014

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