RTG Logic and Dynamics seminar - An Extension of the Baire Property and Uniqueness of Topologies on Holomorphic Functions - Chris Caruvana | Department of Mathematics
  1. Home
  2. RTG Logic and Dynamics seminar - An Extension of the Baire Property and Uniqueness of Topologies on Holomorphic Functions - Chris Caruvana

RTG Logic and Dynamics seminar - An Extension of the Baire Property and Uniqueness of Topologies on Holomorphic Functions - Chris Caruvana

Event Information
Speaker: 
Event Location: 
GAB 461
Event Date: 
Friday, March 24, 2017 - 2:00pm

We will define an extension, R, of the algebra of Baire property sets in a Polish space and discover some of the properties about it. Of particular interest, R itself is an algebra of sets which is 1) consistently a strict extension of the Baire property algebra, 2) is closed under the Alexandrov-Suslin operation, and 3) any group homomorphism between Polish groups which is R-measurable is continuous.