Sabancı University Mathematics Colloquium

Explicit coefficient asymptotics, asymptotic representation theory, universal groups for free R-tree actions, congruences for combinatorial sequences, and more
Thomas Mueller
Queen Mary University of London, United Kingdom
Özet : I survey five of my mathematical projects ranging in time from the early 1990's to the present (and future). The subject matters are taken from
(i) Complex Analysis (coefficient asymptotics for entire functions of finite genus),
(ii) Representation Theory (asymptotic estimates for character values, multiplicities etc related to symmetric groups),
(iii) Geometric Group Theory (universal groups for free R-tree actions),
(iv) Enumerative Combinatorics (a method for generating congruences modulo prime powers for combinatorial sequences), and
(v) General, Combinatorial, and Geometric Group Theory (generalised extension theory and a structure theory for groups acting on Lambda-trees).
  Tarih : 06.01.2016
  Saat : 14:30
  Yer : FENS 2008
  Dil : English
  Web :