Operator theory I

By M. Haase. 2014

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Unitary Easy Quantum Groups: the free case and the group case (2015, background): “In [Voi87], Voiculescu introduced dual groups as unital C-algebras A together with ∗-homomorphisms ∆ : A → A ∗ A, S : A → A and ε : A → C such that natural Hopf algebraic like relations between these maps are fulfilled.”
Simple groups separated by finiteness properties (2017, background): “Röver–Nekrashevych groups were introduced in this degree of generality in [Nek04].”