 | Zhan Shi прочтёт курс лекций "Branching random walks" |
|
Профессор кафедры Ламэ Zhan Shi прочтёт курс лекций "Branching random walks".
Первая лекция состоится в четверг, 13 апреля, в 15:25 в 413 комнате.
===
"Branching random walks"
Zhan Shi Branching random walks and branching Brownian motions are branching systems where each individual, also referred to as particle, is associated with a spatial parameter representing the fitness
value of the individual. They are connected to Fisher-Kolmogorov-Petrovskii-Piskunov (F-KPP) partial
differential equations, logarithmically correlated Gaussian fields including the two-dimensional Gaussian
free field, Liouville Brownian motion, planar quadrangulations, Derrida's Generalized Random Energy
Model (GREM) of spin glasses. I am going to give an elementary and self-contained introduction
to the study of the structure of extreme positions in branching random walks and branching Brownian motions.
===
Приглашаются все желающие! |