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Workshop: "Recent Developments in Stochastic Duality"

Dec 12 - Dec 16


Duality is a key technique in Markov process theory, with applications in interacting particle systems, non-equilibrium statistical physics, and stochastic population dynamics. In recent years several new developments in the theory of duality have taken place, with applications in the above three areas. Examples include the Lie-algebraic approach to duality, the use of duality for integrable systems, random processes on random graphs, and population dynamics with seed-banks.

In the workshop we aim to bring together experts in these areas, with the goal to exchange ideas and formulate new research challenges. We plan to focus both on fundamental aspects of duality – such as the algebraic approach and the path-wise approach – and on applications in non-equilibrium behaviour, hydrodynamic limits, complex networks, and multi-type genetic populations.



Simone Floreani Delft University of Technology
Cristian Giardina Università degli Studi di Modena e Reggio Emilia
Frank den Hollander Leiden University
Shubhamoy Nandan Leiden University
Frank Redig Delft University of Technology



Algebraic approach to duality

Gioia Carinci Università degli Studi di Modena e Reggio Emilia
Rouven Frassek Università degli Studi di Modena e Reggio Emilia
Wolter Groenevelt Delft University of Technology
Jeffrey Kuan Texas A&M University
Chiara Franceschini Università degli Studi di Modena e Reggio Emilia
Yier Lin University of Chicago

Duality in complex networks and population dynamics

Jochen Blath TU Berlin
Andreas Greven University of Erlangen
Maite Wilke Berenguer Humboldt Universität Berlin
Shubhamoy Nandan Leiden University
Anita Winter Universität Duisburg Essen

Duality and non-equilibrium

Jorge Kurchan École normale supérieure
Christian Maes KU Leuven
Errico Presutti Gran Sasso Science Institute
Gunter Schütz Forschungszentrum Jülich
Guillaume Barraquand École normale supérieure
Simone Floreani Delft University of Technology

Duality in the continuum, path-wise duality

Sabine Jansen Ludwig Maximilians Universität München
Rongfeng Sun National University of Singapore
Jan Swart Czech Academy of Sciences
Jon Warren University of Warwick
Jan Niklas Latz Czech Academy of Sciences
Stefan Wagner Ludwig Maximilians Universität München

Duality and SPDE

Patricia Gonçalves Técnico Lisboa
Carl Mueller University of Rochester
Federico Sau Institute of Science and Technology Austria
Mario Ayala INRAE
Federico Capannoli Leiden University
Benjamin Fehrman University of Oxford


Dec 12
Dec 16
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Metaforum, 4th floor
Eindhoven, Netherlands
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