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Poincaré recurrence theorem
Known as:
Poincaré's recurrence theorem
, Poincare's recurrence theorem
, Recurrence
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In mathematics, the Poincaré recurrence theorem states that certain systems will, after a sufficiently long but finite time, return to a state very…
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Related topics
Related topics
12 relations
Arnold's cat map
Butterfly effect
Dynamical system
Ergodic hypothesis
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Grounded Recurrent Neural Networks
Ankit Vani
,
Yacine Jernite
,
D. Sontag
arXiv.org
2017
Corpus ID: 12917048
In this work, we present the Grounded Recurrent Neural Network (GRNN), a recurrent neural network architecture for multi-label…
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2009
2009
Singular spaces and generalized Poincaré complexes
Markus Banagl
2009
Corpus ID: 55098597
We introduce a method that associates to a singular space a CW complex whose ordinary rational homology satisfies Poincare…
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2009
2009
A Study on Homogeneous Fuzzy Semi-Markov Model
B. Praba
,
R. Sujatha
,
S. Srikrishna
2009
Corpus ID: 56017750
In this paper, we have defined homogeneous fuzzy semi-Markov process through the interval fuzzy transition possibilities between…
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2007
2007
Category version of the Poincaré recurrence theorem
Peter Maliÿ
2007
Corpus ID: 125694042
We prove a category version of the Poincare recurrence theorem for a non-invertible map of a Baire space which is continuous…
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2006
2006
Models of interseismic deformation with an analytic framework for the inclusion of general linear viscoelastic rheologies
E. Hetland
2006
Corpus ID: 129857794
I investigate postseismic and interseismic deformation using two-dimensional models of a vertical strike-slip fault in an elastic…
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2004
2004
GEOMETRY OF QUASI-PLANES
B. Kleiner
2004
Corpus ID: 13424257
In this paper we discuss metric cell complexes satisfying a coarse form of 2-dimensional Poincaré duality. We prove that such…
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2001
2001
Markov chain models for pre-monsoon thunderstorm in Calcutta, India
S. Dasgupta
,
U. De
2001
Corpus ID: 131494478
Markov chain models of first, second :md thi rd order have been used to provide a probabilistic description of the occur rence…
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1999
1999
POINCAR E RECURRENCES OF COUPLED SUBSYSTEMS IN SYNCHRONIZED REGIMES
V. Afraimovich
1999
Corpus ID: 55000422
We introduce a notion of topological synchronization by using Poincare recurrences of coupled subsystems. We show that the…
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Highly Cited
1984
Highly Cited
1984
Integration of geological and seismological data for the analysis of seismic hazard: A case study of Japan
S. Wesnousky
,
C. Scholz
,
K. Shimazaki
,
T. Matsuda
1984
Corpus ID: 51815923
Seismic hazard analyses are associated with large uncertainties when historical data are insufficient to define secular rates of…
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1982
1982
Poincaré and Lie groups
W. Schmid
1982
Corpus ID: 3110222
When I was invited to address this colloquium, the organizers suggested that I talk on the Lie-theoretic aspects of Poincaré's…
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