Browsing by Discipline

Now showing items 1-5 of 5

    • The block copolymer and its related problems and mathematical models 

      Zhang, Cheng (2024)
      By competing short and long-range interactions, there exists some energies have been introduced and studied in the mathematics. These energies are relevance to the diblock copolymer microphase separation model. The diblock ...

    • Immanants and their applications in quantum optics 

      Spivak, Dylan (2020)
      The regular representation of Sn appears quite naturally in the combinatorial problem of the redistribution of quantum particles though an n-channel interferometer. By using tools from representation theory, it has been ...

    • A Modification of the Effros-Handelman-Shen Theorem with Z2 actions 

      Choi, Bit Na (2020)
      In this thesis, we show that if we have a Z2 action on a latticeordered dimension group, then it will arise as an inductive limit of Z2 actions on simplicial groups. This work was motivated by the range of the invariant ...

    • A special case of the range of invariant problem for AF type actions of Z₂ 

      Wang, Mingshen (2025)
      Elliott and Su gave a classification of inductive Limit type Z2 actions on AF algebras using a K-theoretic invariant. In this paper, we consider the range of invariant problem, and give a sufficient condition for an ...

    • A Subspace of l2(X) without the approximation property 

      Chlebovec, Christopher (2012-11-10)
      The aim of the thesis is to provide support to the following conjecture, which would provide an isomorphic characterization of a Hilbert space in terms of the approximation property: an infinite dimensional Banach space X ...