Prof.dr. F.H.J. Redig

publicaties
Generalized immediate exchange models and their symmetries

peer reviewed : Y

Stochastic Processes and Their Applications (2017) 17 pagina's , p. 3251-3267

auteurs

  • Frank Redig
  • Federico Sau
On Concentration Inequalities and Their Applications for Gibbs Measures in Lattice Systems

peer reviewed : Y

Journal of Statistical Physics (2017) 43 pagina's , p. 504-546

auteurs

  • J.R. Chazottes
  • P. Collet
  • F. Redig
Asymmetric Stochastic Transport Models with Uq(su(1,1)) Symmetry

peer reviewed : Y

Journal of Statistical Physics (2016) 41 pagina's , p. 239-279

auteurs

  • G Carinci
  • Cristian Giardina'
  • FHJ Redig
  • Tomohiro Sasamoto
Duality and Stationary Distributions of the “Immediate Exchange Model” and Its Generalizations

peer reviewed : Y

Journal of Statistical Physics (2016) 21 pagina's , p. 92-112

auteurs

  • Bart van Ginkel
  • FHJ Redig
  • F Sau
Ergodic theory of the symmetric inclusion process

peer reviewed : Y

Stochastic Processes and Their Applications (2016) 19 pagina's , p. 3480-3498

auteurs

  • Kevin Kuoch
  • Frank Redig
A generalized asymmetric exclusion process with <i>Uq(</i>sl2<i>) </i>stochastic duality<sub><sup/></sub>

peer reviewed : Y

Probability Theory and Related Fields (2015) 47 pagina's , p. 1-47

auteurs

  • G Carinci
  • C Giardinà
  • FHJ Redig
  • T Sasamoto
Approaching criticality via the zero dissipation limit in the abelian avalanche model

peer reviewed : Y

Journal of Statistical Physics (2015) 39 pagina's , p. 1369-1407

auteurs

  • AA Jarai
  • FHJ Redig
  • E Saada
Coupling and hydrodynamic limit for the inclusion process

peer reviewed : Y

Journal of Statistical Physics (2015) 16 pagina's , p. 532-547

auteurs

  • AA Opoku
  • FHJ Redig
Dualities in population genetics: a fresh look with new dualities

peer reviewed : Y

Stochastic Processes and Their Applications (2015) 29 pagina's , p. 941-969

auteurs

  • G Carinci
  • C Giardinà
  • C Giberti
  • FHJ Redig
Gibbs-non-Gibbs dynamical transitions for mean-field interacting Brownian motions

peer reviewed : Y

Stochastic Processes and Their Applications (2015) 30 pagina's , p. 371-400

auteurs

  • F den Hollander
  • FHJ Redig
  • W Zuijlen
vakken
2011 - Inleiding Kansrekening
2012 - Inleiding Kansrekening
2014 - Statistiek
2012 - Statistiek
2014 - Inleiding Kansrekening
2013 - Statistiek
2014 - Interacting particle systems: theory and applications
2014 - Stochastic Processes
2015 - Statistiek
2015 - Mathematics for Nanobiology
2013 - Inleiding Kansrekening
2012 - Stochastic Differential Equations
2012 - Interacting particle systems: theory and applications
2013 - Stochastic Differential Equations
2015 - Martingales, Brownian Motion, and Stochastic Processes
2016 - Statistiek
2015 - Measure Theory and Integration
2016 - Interacting particle systems: theory and applications
2017 - Mathematics for Nanobiology
2015 - Interacting particle systems: theory and applications
2015 - Voortgezette Kansrekening
2016 - Mathematics for Nanobiology
2017 - Statistiek
2017 - Martingales, Brownian Motion, and Stochastic Processes
2016 - Inleiding Kansrekening
2016 - Voortgezette Kansrekening
2015 - Inleiding Kansrekening
2017 - Interacting particle systems: theory and applications
2017 - Inleiding Kansrekening
2017 - Voortgezette Kansrekening
nevenwerkzaamheden
-Geen nevenwerkzaamheden -

2016-01-01 - 2018-01-01

zbMATH

Short CV:

1992: PhD Universiteit Antwerpen (cum laude),
1998-2000: Postdoc Katholieke Universiteit Leuven
2000-2005: Assistant professor, Technische Universiteit Eindhoven
2005-2010: Associate professor, Universiteit Leiden
2010-2011: Full professor of applied probability Radboud University Nijmegen
Since 2011: : Full professor of applied probability Technical University of Delft

Research interests:

Markov processes, interacting particle systems, non-equilibrium statistical physics, self-organized criticality and sandpile models, large deviations, concentration inequalities, random walk.

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