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Description
The author employs bundle theory to investigate dynamics on C*- algebras. Using methods old and new to define dynamics on topological spaces (often with additional structure), implications of the dynamics are investigated in the non-commutative setting, and in suitable situations the dynamics are classified. As a result, new Morita equivalence

The author employs bundle theory to investigate dynamics on C*- algebras. Using methods old and new to define dynamics on topological spaces (often with additional structure), implications of the dynamics are investigated in the non-commutative setting, and in suitable situations the dynamics are classified. As a result, new Morita equivalence results are derived and new settings introduced in the study of crossed products, whether by group coactions or by actions of groups and groupoids.
ContributorsHall, Lucas (Author) / Quigg, John (Thesis advisor) / Kaliszewski, S. (Committee member) / Spielberg, Jack (Committee member) / Paupert, Julien (Committee member) / Kotschwar, Brett (Committee member) / Arizona State University (Publisher)
Created2022