COMMITTEE FOR CONFERENCES ON STOCHASTIC PROCESSES AND THEIR APPLICATIONS

The Committee for Conferences on Stochastic Processes (CCSP) is a subject area committee of the Bernoulli Society for Mathematical Statistics and Probability,
under Article 5.2 of its statutes. The objective of CCSP is the advancement of the theory and application of stochastic processes. It will organize international
meetings on this subject, and generally play a role in the activities of the International Statistical Institute, that is consistent with this task. The CCSP will conduct
its affairs in accordance with the spirit of the statutes of the Bernoulli Society, while retaining autonomy and flexibility, in order to ensure continuity of ideas and goals.

CURRENT COMMITTEE MEMBERS

Jean Bertoin (France)                                                                          
Mu-Fa Chen (China)
Rick Durrett (USA)
Raya Feldman (USA)
Pablo Ferrari (Brazil)
Hans Föllmer (Germany)
Tadahisa Funaki (Japan)
Dmitry Ioffe (Israel)
Jean Jacod : Ex-officio as Bernoulli Society President (France)
Claudio Landim (Brazil),
J.-F. Le Gall (France),
James Norris (UK),
Victor Perez Abreu (Mexico),
Ed Perkins (Canada),
Marta Sanz-Solé: Chair (Spain),
Richard Sowers (USA),
Alain-Sol Sznitman (Switzerland),
Vladimir Vatutin (Russia),
Ruth Williams: Past Chair (USA).

PAST AND FUTURE CONFERENCES ON STOCHASTIC PROCESSES AND THEIR APPLICATIONS (SPA)

GUIDELINES FOR ORGANISERS OF SPAs

The CCSP takes responsibility for general oversight of the SPAs, by interacting with SPAs’ organisers. The CCSP in cooperation with the local organisers,
will make sure that there is broad representation on the Scientific Programme Committee and in the speakers, that local facilities are appropriate and that
registration fees are reasonable.

Each SPA will have at least two committees: an Organising Committee and a Scientific Programme Committee. Members of these committees are appointed
by the organisers, in consultation with CCSP.

The scientific programme of a SPA will typically consists of:

•    Plenary lectures (about 20, including the named ones)
•    Doob lecture (selected by SPA organizers, sponsored by the Illinois J. of Mathematics)
•    Lévy lecture (selected by SPA organizers, sponsored by Elsevier)
•    IMS-Medallion lectures (up to two, selected and sponsored by IMS)
•    Itô Prize lecture (by the Itô Prize winner, sponsored by Elsevier, each second year)
•    Invited sessions (about three lectures each)
•    Contributed sessions
•    Poster sessions