Katrin Gelfert - Concepedia

Author

Katrin Gelfert

Universidade Federal do Rio de Janeiro ORCID

Also Known As

Gelfert, K., Gelfert, Katrin, K Gelfert, K. Gelfert, K. Gelfert *, KATRIN GELFERT, Katrin Gelfert, К. Гелферт

Publications

602

Citations

H-Index

Concepts

All Affiliations

Universidade Federal do Rio de Janeiro Institute of Mathematics Polish Academy of Sciences Pontifícia Universidade Católica do Rio de Janeiro Max Planck Institute for the Physics of Complex Systems

About

Katrin Gelfert is an author at Universidade Federal do Rio de Janeiro specializing in engineering, entropy, and physics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	6	6	147
2	Entropy	5	5	137
3	Physics	3	3	68
4	Probability Theory	1	1	21
5	Stochastic Processes	1	1	21

Katrin Gelfert

Publications

446

Citations

H-Index

Page 1

	Year	Citations
The Lyapunov spectrum of some parabolic systems Katrin Gelfert, Michał Rams Ergodic Theory and Dynamical Systems Infinite Dimensional AnalysisDeterministic Dynamical SystemEngineeringInterval MapsLyapunov Analysis	2008	59
Dimension estimates in smooth dynamics: a survey of recent results Luís Barreira, Katrin Gelfert Ergodic Theory and Dynamical Systems	2010	49
Multifractal Analysis for Lyapunov Exponents on Nonconformal Repellers Luís Barreira, Katrin Gelfert Communications in Mathematical Physics Discrete Dynamical SystemLyapunov ExponentsGeometric Singular Perturbation TheoryLyapunov Analysis	2006	40
Elimination of Fast Chaotic Degrees of Freedom: On the Accuracy of the Born Approximation Wolfram Just, Katrin Gelfert, Nilüfer Baba, Journal of Statistical Physics	2003	37
Porcupine-like horseshoes: Transitivity, Lyapunov spectrum, and phase transitions Lorenzo J. Díaz, Katrin Gelfert Fundamenta Mathematicae Horseshoe MapPhysicsChaos TheoryTopological DynamicTransitive Local Diffeomorphism	2011	32
Rich phase transitions in step skew products Lorenzo J. Díaz, Katrin Gelfert, Michał Rams Nonlinearity	2011	27
Lyapunov spectrum for geodesic flows of rank 1 surfaces Keith Burns, Katrin Gelfert Discrete and Continuous Dynamical Systems Global GeometryGeometryLyapunov SpectrumEntropyGeometric Flow	2013	25
Repellers for non-uniformly expanding maps with singular or critical points Katrin Gelfert Bulletin of the Brazilian Mathematical Society New Series Singularly Perturbed ProblemGlobal AnalysisGeometric Singular Perturbation TheoryQuasiconformal MappingCritical Points	2010	23
Geometry of limit sets for expansive Markov systems Katrin Gelfert, Michał Rams Transactions of the American Mathematical Society Expansive Markov SystemsEngineeringDynamical PropertiesDiscrete Dynamical SystemMarkov Kernel	2008	21
Fast chaos versus white noise: entropy analysis and a Fokker–Planck model for the slow dynamics Hölger Kantz, Wolfram Just, Nilüfer Baba, Physica D Nonlinear Phenomena EngineeringPhysicsChaos TheoryEntropyStochastic Processes	2003	21

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