Hendrik Bruin

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Henk Bruin 2009 (left in the picture)

Hendrik Pieter Bruin , also Henk Bruin , (born November 12, 1966 in Haarlem ) is a Dutch mathematician . He is Professor of Dynamic Systems at the Faculty of Mathematics at the University of Vienna .

Bruin studied in the master's degree program at the University of Groningen and completed his doctoral studies at the Technical University of Delft , where he in 1994 John Michael Aarts and Sebastian van Strien on Invariant Measures of Interval Maps doctorate . He then held academic positions at the Friedrich-Alexander-Universität Erlangen-Nürnberg , the Royal Technical University of Stockholm , the California Institute of Technology (Caltech) in Pasadena , the University of Groningen and the University of Surrey in Guildford , Great Britain . In Surrey, he was promoted to Full Professor in April 2011 . In September 2012 Bruin was appointed to the University of Vienna.

His specialties are dynamic systems , ergodic theory , complex dynamics and continuum theory .

Bruin is one of the scientific editors (Editorial Board) of the journals Topology and its Applications and monthly magazines for mathematics .

Works (selection)

  • (with G.Keller, T.Nowicki, S.van Strien): Wild Cantor attractors exist , Ann. of Math. (2) 143 (1996) no. 1, 97-130
  • (with S.Luzzatto, S.van Strien): Decay of correlations in one-dimensional dynamics , Ann. Sci. École Norm. Sup. (4) 36 (2003), no. 4, 621-646.
  • (with J. Rivera-Letelier, W.Shen, S. van Strien): Large derivatives, backward contraction and invariant densities for interval maps , Invent. Math. 172 (2008), no. 3, 509-533.
  • (with M. Todd): Equilibrium states for interval maps: the potential , Ann. Sci. Éc. Standard. Great. (4) 42 (2009), no. 4, 559-600.

Web links

Individual evidence

  1. a b New professorships in September 2012: Univ.-Prof. Hendrik Bruin, PhD. University of Vienna , accessed on October 3, 2018 .
  2. Henk Bruin. In: Mathematics Genealogy Project . North Dakota State University , accessed October 3, 2018 .
  3. ^ Topology and its Applications - Editorial Board. In: journals.elsevier.com. Elsevier , accessed October 2, 2018 .
  4. ^ Monthly booklets for mathematics: Editorial Board. In: springer.com. Springer , accessed October 2, 2018 .