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David Ruelle
Known as:
Ruelle
, David P. Ruelle
, David Pierre Ruelle
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David Pierre Ruelle (French: [ʁɥɛl]; born 20 August 1935 Ghent, Belgium) is a Belgian-French mathematical physicist. He has worked on statistical…
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Related topics
Related topics
11 relations
Artin–Mazur zeta function
Chaos theory
Dynamical system
Floris Takens
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2014
2014
Generalized $$q$$q-deformed correlation functions as spectral functions of hyperbolic geometry
L. Bonora
,
A. Bytsenko
,
M. Guimarães
2014
Corpus ID: 119267509
We analyze the role of vertex operator algebra and 2d amplitudes from the point of view of the representation theory of infinite…
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2011
2011
Behaviour of the escape rate function in hyperbolic dynamical systems
Mark F. Demers
,
Paul Wright
2011
Corpus ID: 54686575
For a fixed initial reference measure, we study the dependence of the escape rate on the hole for a smooth or piecewise smooth…
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2011
2011
La ruelle, le tuyau et le jardinet : le partage public - privé comme objet d’un travail
G. Jeannot
2011
Corpus ID: 193215161
Comment la quete d’une reponse efficace a une prescription conduit-elle a une activite creative de redefinition des frontieres…
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2011
2011
Finite-size corrections for logarithmic representations in critical dense polymers
N. Izmailian
,
P. Ruelle
,
Chin-Kun Hu
2011
Corpus ID: 40649035
2008
2008
RUELLE ZETA FUNCTION AND PRIME GEODESIC THEOREM FOR HYPERBOLIC MANIFOLDS WITH CUSPS
Jinsung Park
2008
Corpus ID: 13998064
A gyroscopic motion device constructed for relative motion over an external support structure. The device includes a frame…
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2005
2005
Gibbs and equilibrium measures for elliptic functions
V. Mayer
,
M. Urbanski
2005
Corpus ID: 56264679
Abstract.Because of its double periodicity, each elliptic function canonically induces a holomorphic dynamical system on a…
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1990
1990
Elements of Differentiable Dynamics and Bifurcation Theory (David Ruelle)
N. Kazarinoff
SIAM Review
1990
Corpus ID: 5249173
This book is a thin gem having two main parts: Part mDifferential Dynamical Systems and Part 2--Bifurcations. The approach to…
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1989
1989
On the organisation of transient chaos―application to irregular scattering
T. Tél
1989
Corpus ID: 53323220
It is shown how the local structure of chaotic repellers, being responsible for transient chaotic behaviour, is deduced from the…
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1989
1989
Complexity and Chaos
N. Abraham
,
A. Albano
,
N. Tufillaro
1989
Corpus ID: 124075361
Turbulence was one of the key phenomena that motivated the resurgence of interest in nonlinear dynamical systems. It was, after…
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Highly Cited
1980
Highly Cited
1980
Chaos, External Noise and Fredholm Theory
Y. Oono
,
Yoichiro Takahashi
1980
Corpus ID: 96456394
Y oshitsugu OONO*l and Y oichiro TAKAHASHI* Research Institute of Industrial Science Kyushu University, Fukuoka 812 *Department…
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