STATISTICS AND MATHEMATICS UNIT
Indian Statistical Institute, Kolkata
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Upcoming Seminar Conference & Workshop PCM Lecture Ashok Maitra Memorial Lectures Webmail
Year Lecture Information

2016-17 Ashok Maitra Memorial Lectures
Mathew Penrose (University of Bath, UK)
ISI Kolkata, 16th Jan 2017: Random Geometric Graphs: A Survey - Public Lecture.
ISI Kolkata, 17th Jan 2017: Optimal Cuts of Random Geometric Graphs.
ISI Bangalore, 19th Jan 2017: The Strong Giant in a Random Digraph.
ISI Bangalore, 19th Jan 2017: Recent Results on Variants of Random Geometric Graphs.
ISI Delhi, 24th Jan 2017: The Strong Giant in a Random Digraph.
ISI Delhi, 25th Jan 2017: Recent Results on Variants of Random Geometric Graphs.

2015-16 Ashok Maitra Memorial Lectures
Remco van der Hofstad (Eindhoven University of Technolog, the Netherlands)
ISI Kolkata, 3rd Nov 2015: Competition on Scale-Free Random Graphs - Public Lecture.
ISI Kolkata, 4th Nov 2015: Recent Progress in High-Dimensional Percolation.
ISI Delhi, 5th Nov 2015: Scale-Free Percolation.
ISIBangalore, 9th Nov 2015: Metric Convergence of Critical Scale-Free Random Graphs.

2014-15 ISI Lectures in Probability
Jean Bertoin (ETH Zurich, Switzerland)
ISI Bangalore, 19th January 2015: Compensated fragmentation processes and limits of dilated fragmentations.
ISI Kolkata, 22nd January 2015: Self-similar Markov Processes - Public Lecture.
ISI Kolkata, 23rd January 2015: Self-similar Scaling Limits of Markov Chains on the Positive Integers.
ISI Delhi, 27th January 2015: Compensated fragmentation processes and limits of dilated fragmentations.

2011-12 ISI Lectures in Probability
Ofer Zeitouni (Weizmann Institute of Science, Israel and University of Minnesota, USA)
ISI Bangalore, 2nd Feb 2012: Branching Random Walks and the Maxima of Gaussian Free Fields.
ISI Kolkata, 13th Feb 2012: Random Walks - Public Lecture.
ISI Kolkata, 14th Feb 2012: Branching Random Walks and the Maxima of Gaussian Free Fields.
ISI Bangalore, 15th Feb 2012: Random Walks.
ISI Bangalore, 16th Feb 2012: Branching Random Walks and the Maxima of Gaussian Free Fields.