Speaker
Tom Claeys
(UCLouvain)
Description
I will present a conjecture about large deviations of the partition function of the log-Gamma polymer. We can rigorously prove our result, except for one step for which we only have heuristic evidence. I will show that the conjectured large deviation rate function matches with that of last passage percolation with exponential weights in the zero-temperature limit, and with the lower tail of the Tracy-Widom distribution for moderate deviations.
The talk will be based on joint work with Julian Mauersberger.
Primary author
Tom Claeys
(UCLouvain)
