Ⅰ: Operator Algebras, Groups and Quantum Probability , ∥: Noncommutative and Nonlinear Ergodic Theory
|분야Field||2017 Math Colloquium|
|날짜Date||2017-10-13||시간Time||15:50 ~ 18:00|
|장소Place||Math. Bldg. 404||초청자Host||손영환|
|연사Speaker||Jaeseong Heo||소속Affiliation||Hanyang University|
|TOPIC||Ⅰ: Operator Algebras, Groups and Quantum Probability , ∥: Noncommutative and Nonlinear Ergodic Theory|
|소개 및 안내사항Content||1부 Title : Operator Algebras, Groups and Quantum Probability
Abstract : In this talk we give a brief and sketchy introduction to the rudiments of the theory of operator algebras.We introduce a free probability as a quantized version of classical probability and discuss several properties of groups in the viewpoint of functional analysis.
2부 Title : Noncommutative and Nonlinear Ergodic Theory
Abstract : We briefly review ergodic theorems in the classical setting and introduce generalizations of classical ergodic theorems in several directions, which include the E. Lindenstrauss' result. We discuss noncommutative and nonlinear ergodic theorems beyond E. Lindenstrauss' result.