Event Details

Speaker: Safoura Zaffar Jafar Zadeh (Bristol) Title: Separation property

Abstract: A linear map T : E → E on a function space E is called separating if for any f,g in E with disjoint supports, T(f) and T(g) have disjoint supports. I will discuss an analogue of this separation property in non-commutative analysis and its role in the description of isometries on non-commutative Lₚ-spaces.

Additionally, I will present recent applications of this description. The talk is based on joint works with Cédric Arhancet, Christoph Kriegler and Christian Le Merdy.