Permanent members

• Alexander Cox
• Simon Harris
• Antal Jarai
• Andreas Kyprianou
• Malwina Luczak (EPSRC fellow)
• Peter Mörters
• Mathew Penrose

Associated members

• Karsten Matthies
• Rob Scheichl
• Johannes Zimmer

Postdocs

• Albert Feirreiro-Castilla
• Piotr Milos
• Peter Windridge

Long term visitors

• Julien Berestycki
• Guenter Last

Ph.D. Students

• Sergey Bocharov
• Joseph Collins
• Chris Daniels
• Horacio Gonzalez
• Maren Eckhoff
• Marion Hesse
• Christoph Höggerl
• Christian Mönch
• Curdin Ott
• Alex Watson

Previous members

• David Williams
• Chris Rogers
• David Hobson
• Omar Zane
• Andrew Wade
• Akira Sakai
• Nadia Sidorova
• Steffen Dereich
• Victor Rivero
• Élie Aidekon
• Juan Carlos Pardo
• Vadim Shcherbakov
• Antonio Murillo
• Kees van Schaik
• Valentina Cammarota
• Jose Luis Garmendia Perez

Recent workshops and meetings

• 31.07.07 South West and South Wales Regional Probability Meeting
• 08.07.07-11.07.08 Probabilistic Techniques in Population Genetics
• 07.09.09-11.09.09 New random geometries and other recent developments in probability
• 14.01.10-15.01.10 Crossing Barriers: Hitting and stopping time problems in Finance and Insurance
• 15.09.10-16.09.10 Paris-Bath workshop: branching structures
• 12.09.10-14.09.10 Bath-Berlin workshop: phase boundaries and random polymers
• 15.09.11-16.09.11 Paris-Bath workshop: branching structures II
• 21.09.11 Minisymposium on random measures

Our research activities are sponsored by:

Related Information

• About our Research in Probability
• Possible Ph.D. projects
• Prob-L@B archive
• Prob-L@B seminars
• Previous Informal Probability seminars
• Probability and Statistics Seminars

• Other mathematics seminars at Bath
• Subscribe to the prob-sem mailing list to receive details of future seminars

Graduate Courses

• Brownian Motion II
• Brownian Motion
• Topics in Stochastic Geometry
• Stochastic Integration
• Lévy Processes, the Wiener-Hopf factorisation and applications
• Weak convergence methods for large deviations
• Stochastic partial differential equations
• The uniform spanning tree and related models
• Optimal stopping and applications
• Lévy processes and continuous-state branching processes
• Large deviation theory and applications
• Probabilistic Techniques in Population Genetics
• Fragmentation and Coagulation
• Spatial probability and Statistical Mechanics
• Local times and excursion theory for Markov processes
• Branching diffusions, superdiffusions and random media
• Lévy Processes
• Probability on Trees