Floris Takens
Affiliations: | 1972-1999 | University of Groningen, Groningen, Netherlands |
Area:
Pure mathematicsWebsite:
http://www.dwc.knaw.nl/biografie/pmknaw/?pagetype=authorDetail&aId=PE00009275Google:
"Floris Takens"Bio:
(1940 - 2010)
https://hoogleraren.ub.rug.nl/hoogleraren/154-takens-floris
F. Takens, 1940 - 2010 at the Album Academicum of the University of Amsterdam
https://books.google.com/books?id=VA0TAQAAIAAJ
Parents
Sign in to add mentor| Nicolaas Hendrik Kuiper | grad student | 1969 | Amsterdam | |
| (Minimal number of critical points of a function on a compact manifold and the Lusternik-Schnirelman category.) | ||||
Children
Sign in to add trainee| Sebastian Johannes van Strien | grad student | 1982 | Utrecht |
| Carsien Harm Hommes | grad student | 1991 | RUG (Econometree) |
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Publications
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| Lukina OV, Takens F, Broer H. (2008) Global Properties of Integrable Hamiltonian Systems Regular & Chaotic Dynamics. 13: 602-644 |
| Broer H, Cushman R, Fassò F, et al. (2007) Geometry of KAM tori for nearly integrable Hamiltonian systems Ergodic Theory and Dynamical Systems. 27: 725-741 |
| Broer H, Takens F. (2007) Unicity of KAM tori Ergodic Theory and Dynamical Systems. 27: 713-724 |
| Takens F. (2005) Multiplications in solenoids as hyperbolic attractors Topology and Its Applications. 152: 219-225 |
| Takens F, Wagener FOO. (2000) Resonances in skew and reducible quasi-periodic Hopf bifurcations Nonlinearity. 13: 377-396 |
| Takens F, Verbitski E. (2000) Multifractal Analysis of Dimensions and Entropies Regular & Chaotic Dynamics. 5: 361-382 |
| Takens F, Verbitski E. (1999) Multifractal Analysis of Local Entropies for Expansive Homeomorphisms with Specification Communications in Mathematical Physics. 203: 593-612 |
| Takens F, Verbitski E. (1998) Generalized Entropies : Renyi And Correlation Integral Approach Nonlinearity. 11: 771-782 |
| Takens F, Verbitski E. (1998) Multifractal Analysis of Local Entropies for Gibbs Measures Periodica Mathematica Hungarica. 37: 143-151 |
| Takens F. (1998) The analysis of correlation integrals in terms of extremal value theory Boletim Da Sociedade Brasileira De Matematica. 29: 197-228 |