ProNoBiS
Probability and Nondeterminism, Bisimulations and Security

Page maintained by Jean Goubault-Larrecq

5th February, 2007




The new2 ProNoBis logo (with background by Maurits Cornelis Escher).
Courtesy of Catuscia.
Note the duality between demonic and angelic nondeterminism, as a context around a typically probabilistic process.


1  Goal of the Project

ProNobis is an ARC (Action de Recherche Concertée) supported by INRIA.

The goal of the ProNobis project is to explore mixing probability and non-determinism in the semantics of transition systems, and also of programming languages. Finding good models mixing both aspects is still an art in its infancy.

Rather surprisingly, good ideas have been around for a long time, from various “theories of evidence” invented by statisticians in the 1960-80's (Dempster, Shafer, Walley) to theories of “games” promoted by economists in the same period (Shapley, Scarf, Rosenmuller, Gilboa, Schmeidler). These ideas seem to have been largely ignored in computer science. One might legitimately say this is the starting point of the ProNobis proposal. We still have to understand how these theories adapt to computer science, and how they compare together, and with other proposals stemming from computer science.

In ProNobis, we plan to keep on eye on applications of these to typically computer related problems, in particular to problems stemming from security. Several interesting verification problems related to security involve proving that two processes are contextually equivalent. This usally uses notions such as bisimulation, which need to be better understood in a setting where probabilities, external non-determinism (choosing which action to fire in Markov decision processes), and internal non-determinism (where no visible action distinguishes between the various alternatives).

The project started January 2006, and has a duration of two years.

More details can be found in the ProNobis proposal (slightly edited).

2  Consortium


Institute Team Members    
ENS Cachan
LSV,
UMR 8643
ENS Cachan and CNRS
Laurent Fribourg
(DR)  
   
Claudine Picaronny
(MdC)  
   
Simon Pinot
(PhD student)  
EPITA
LRDE
Sylvain Peyronnet
(MdC)  
INRIA Futurs
projet Comète
Romain Beauxis (PhD student)  
   
Kostas Chatzikokolakis
(PhD student)  
   
Catuscia Palamidessi
(DR)  
   
Peng Wu
(Postdoc)  
 
projet SECSI
(at LSV)
Jean Goubault-Larrecq
(Prof.) Leader
Queen Mary University
of London
Dept. of Computer Science,
Q.M.U. London
Pasquale Malacaria
(Lecturer)  
Université Paris 7
Denis Diderot
Equipe de logique,
U. Paris 7
Richard Lassaigne (MdC)  
 
PPS,
UMR 7126
U. Paris 7 and CNRS
Vincent Danos
(DR)  
   
Russell Harmer
(MdC)  
Università di Verona
Dipartimento di Informatica,
U. Verona
Augusto Parma
(PhD student)  
   
Roberto Segala
(Prof.)  
    Andrea Turrini (PhD student)  
University of Birmingham
School of Computer Science,
U. Birmingham
Marta Kwiatkowska
(Prof.)  
   
Gethin Norman
(Postdoc)  
   
Dave Parker
(Postdoc)  

3  Events

3.1  Events pertaining to ProNobis per se

3.2  Related events

4  Miscellanea

Publications

[1]
Kostantinos Chatzikokolakis and Catuscia Palamidessi. Probable innocence revisited. Theoretical Computer Science, 2006. To appear. http://www.lix.polytechnique.fr/~catuscia/papers/Anonymity/reportPI.pdf.

[2]
Jean Goubault-Larrecq. Continuous capacities on continuous state spaces. Research Report LSV-07-06, Laboratoire Spécification et Vérification, ENS Cachan, France, January 2007. 37 pages.

[3]
Jean Goubault-Larrecq. Continuous previsions. Research Report LSV-07-07, Laboratoire Spécification et Vérification, ENS Cachan, France, January 2007. 29 pages.

[4]
Catuscia Palamidessi, Vijay Saraswat, Frank Valencia, and Bjorn Victor. On the expressiveness of linearity vs. persistence in the asychronous pi-calculus. In Proceedings of the Twenty First Annual IEEE Symposium on Logic in Computer Science (LICS), 2006. To appear. http://www.lix.polytechnique.fr/~catuscia/papers/Frank/LICS_06/main.pdf.

[5]
Sylvain Pradalier and Catuscia Palamidessi. Expressiveness of probabilistic π-calculi. In Proceedings of QAPL, 2006. To appear. http://www.lix.polytechnique.fr/~catuscia/papers/Sylvain/QAPL06/FinalBis.pdf.

This document was translated from LATEX by HEVEA.