Browsing Mathematics Theses and Dissertations by Author "Lin, Huaxin"

Navigation

Display Options

Results

  • Approximate Diagonalization of Homomorphisms 
    Ro, Min (University of Oregon, 2015-08-18)
    In this dissertation, we explore the approximate diagonalization of unital homomorphisms between C*-algebras. In particular, we prove that unital homomorphisms from commutative C*-algebras into simple separable unital ...
  • Non-Z-Stable Simple AH Algebras 
    Hendrickson, Allan (University of Oregon, 2024-01-09)
    We consider the problem of dimension growth in AH algebras $A$ defined as inductive limits $A = \lim_{n \to \infty} (M_{R_n}(C(X_n)),\phi_{n})$ over finite connected CW-complexes $X_n$. We show that given any sequence ...
  • The Tracial Rokhlin Property for Countable Discrete Amenable Group Actions on Nuclear Tracially Approximately Divisible C*-Algebras 
    Sun, Michael (University of Oregon, 2014-09-29)
    In this dissertation we explore the question of existence of a property of group actions on C*-algebras known as the tracial Rokhlin property. We prove existence of the property in a very general setting as well as specialise ...

Search Scholars' Bank


Advanced Search

Browse

My Account

Statistics