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Operator Systems: Quotients, Duals and Tensors with Applications to Connes' Embedding
 

Summary: Operator Systems: Quotients, Duals and Tensors
with Applications to Connes' Embedding
Conjecture
Vern Paulsen
University of Houston
Based on joint work with Douglas Farenick, Ali Kavruk, Ivan Todorov
and Mark Tomforde
Banff, Alberta
February, 2012
Vern Paulsen Operator Systems: Quotients, Duals and Tensors with Applicat
Regina, Saskatchewan
March, 2012
Overview
A (concrete) operator space is a subspace of B(H) together with
the family of induced matrix norms. The natural maps between
operator spaces are the completely bounded maps.
Vern Paulsen Operator Systems: Quotients, Duals and Tensors with Applicat
Overview
A (concrete) operator space is a subspace of B(H) together with
the family of induced matrix norms. The natural maps between

  

Source: Argerami, Martin - Department of Mathematics and Statistics, University of Regina

 

Collections: Mathematics