European Institute for Statistics, Probability, Stochastic Operations Research
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Workshop on

Randomness and Graphs: Processes and Structures

Eindhoven, September 11-15, 2017

The aim of this workshop is to bring together researchers to discuss the latest developments in various topics at the interface of probability, combinatorics, and algorithms including amongst others:
- Random graphs and matrices
- Threshold phenomena
- Discrete random processes and algorithms on graphs

In the most general formulation, a random geometric graph is what you get if you take a random set of points in some metric space and you join pairs of points depending on some rule (which may include additional randomness). A special case is the Gilbert model where we take n points uniformly at random in the square (or d-dimensional hypercube) and connect two points if the distance is less than r. The model is named after E.N. Gilbert who defined a very similar model in 1961 (Image and caption by Tobias Müller http://www.staff.science.uu.nl/~muell001/).


Luca Avena (Leiden University)
Jop Briët (CWI)
Remco van der Hofstad(Eindhoven University of Technology)
Tim Hulshof (Eindhoven University of Technology)
Júlia Komjáthy (Eindhoven University of Technology)
Viresh Patel (University of Amsterdam)
Guus Regts (University of Amsterdam)

Confirmed Speakers

Dimitris Achlioptas
Omer Angel
Afonso Bandeira
Graham Brightwell
Elisabeta Candellero
Mia Deijffen
David Gamarnik
Alexandre Gaudilliere
Christina Goldschmidt
Mark Jerrum
Ross Kang
Malwina Luczak
Jason Miller
Tobias Muller
Will Perkins
Sanchayan Sen
Perla Sousi
Joel Spencer
Alexandre Stauffer


Please follow the link, which will bring you to the online registration form:

Practical Information

Practical information about this venue, such as location and accommodation possibilities can be found here: Practical Information

Financial support

This and the other workshops in the Stochastic Activity Month - NETWORKS are generously sponsored by:

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