18-01-2017 11:15
, C-11 PWr (Wydział Matematyki), sala 2.11
Mixed norm estimates for generalized radial spherical means
Adam Nowak (IM PAN)
06-12-2018 14:15
, 602
Atomowa lokalna charakteryzacja dla przestrzeni Hardy'ego w kontekście produktowym
Edyta Kania (Uniwersytet Wrocławski)
07-11-2018 14:15
, 711/712
Topics on stochastic optimization and long-time approximation of stochastic processes
Fabien Panloup (Angers)
Stochastic optimization is a way of approximating minima of deterministic functions by a stochastic approach. I will begin my talk by some background on this topic and on the Robbins-Monro algorithm. Then, I will state some recent non-asymptotic results about Ruppert-Polyak algorithm, which is an averaged version of the Robbins-Monro algorithm. In a last part, I will briefly introduce the problem of long-time approximation of diffusion processes and its link with approximation of Gibbs distributions. I will conclude some statistical applications of these methods. This talk is based on collaborations with Sébastien Gadat and Gilles Pagès
17-12-2018 14:00
, 604
Noncommutative Central Limit Theorems
Natasha Blitvic (Lancaster University)
We will discuss noncommutative versions of the Central Limit Theorem. We will describe the general ideas behind such constructions, along with several recent examples and some current work in progress. Parts of this talk will be based on recent joint work with W. Ejsmont.
10-12-2018 15:15
, 603
Semirelatywistyczne równanie Choquarda z lokalną nieliniowością
Bartosz Bieganowski (Uniwersytet Mikołaja Kopernika)
05-12-2018 16:15
, 604
Definable sets in linearly ordered structures
Slavko Moconja
We will discuss the description of definable sets in some linearly ordered structures.
29-11-2018 12:15
, 602
Ujemne zależności i własność "hyperuniformity" dla procesów punktowych
prof. Ryszard Szekli (Uniwersytet Wrocławski)
Podamy dwie równoważne definicje ujemnego stowarzyszenia dla procesów punktowych. Jako przykłady procesów punktowych ujemnie stowarzyszonych opiszemy procesy tzw. "determinantal" oraz procesy "mixed sampled". Przypomnimy związki procesów "determinantal" z procesami punktowymi Gibbsa i z rozkładem wartości własnych pewnych macierzy losowych. Przypomnimy własność "hyperuniformity" dla procesów punktowych ilustrując ją klasycznymi i nowymi przykładami.
10-12-2018 16:20
, 604
The ideal of the strongly porous sets in the real line.
Arturo Martinez Celis
In the literature there are many different notions of porosity and one of them is the notion of strong porosity: Given a completely metrizable space X, a subset A of X is a strongly porous set if there is a positive constant p such that for any open ball B of radius r smaller than 1, there is an open ball B' inside of B of radius rp such that B' evades the set A. In this talk we will study the cardinal invariants of the sigma ideal generated by the strongly porous sets of the real line and the Cantor space, their relation with different notions of porosity and with other notions in set theory. In particular we will show the notion of strong porosity induces a combinatorial property on trees and we will see that these trees have a connection with the Sacks forcing and some cardinal invariants related to Martin's axiom.
10-05-2018 12:15
, 606
Hyperrectangular confidence region with smallest volume
Patrick Tardivel
Subskrybuj Seminaria