CORDIS Project
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This project analyzes the concept of amenability in operator algebras and its implications in various mathematical contexts. It aims to bridge different frameworks to recover geometric information and enhance the understanding of dynamical systems.
Algebras of operators on Hilbert spaces were originally introduced as the right framework for the mathematical description of quantum mechanics.
In modern mathematics the scope has much broadened due to the highly versatile nature of operator algebras.
They are particularly useful in the analysis of groups and their actions.
Amenability is a finiteness property which occurs in many different contexts and which can be characterised in many different ways.
We will analyse amenability in terms of…
UNIVERSITAET MUENSTER
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