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Direct integral

  • Appendix A. Measure and Integration

    Appendix A. Measure and Integration

  • Quantum Physics in Non-Separable Hilbert Spaces

    Quantum Physics in Non-Separable Hilbert Spaces

  • Basic Von Neumann Algebra Theory

    Basic Von Neumann Algebra Theory

  • Integral Representation of States on a C*-Algebra

    Integral Representation of States on a C*-Algebra

  • Arxiv:Math/0701329V4

    Arxiv:Math/0701329V4

  • On Self-Adjoint Extensions and Symmetries in Quantum Mechanics

    On Self-Adjoint Extensions and Symmetries in Quantum Mechanics"

  • 208 C*-Algebras

    208 C*-Algebras

  • Testing the Master Constraint Programme for Loop Quantum Gravity II

    Testing the Master Constraint Programme for Loop Quantum Gravity II

  • Ergodic Decomposition of Dirichlet Formsvia Direct Integrals

    Ergodic Decomposition of Dirichlet Formsvia Direct Integrals

  • Math 261Y: Von Neumann Algebras (Lecture 1)

    Math 261Y: Von Neumann Algebras (Lecture 1)

  • Arxiv:1310.5650V3 [Math.SP]

    Arxiv:1310.5650V3 [Math.SP]

  • A Generalization of Mackey's Theory of Induced Representations

    A Generalization of Mackey's Theory of Induced Representations

  • Lecture Notes on C∗-Algebras, Hilbert C∗-Modules, and Quantum Mechanics

    Lecture Notes on C∗-Algebras, Hilbert C∗-Modules, and Quantum Mechanics

  • Global Structure in Von Neumann Algebras

    Global Structure in Von Neumann Algebras

  • Functional Analysis

    Functional Analysis

  • Antisymmetry and the Direct Integral Decomposition of Unstarred Operator Algebras

    Antisymmetry and the Direct Integral Decomposition of Unstarred Operator Algebras

  • Direct Integrals of Strongly Continuous Operator Semigroups

    Direct Integrals of Strongly Continuous Operator Semigroups

  • Infinite-Dimensional Group Representations1

    Infinite-Dimensional Group Representations1

Top View
  • APPLICATIONS of the WORK of STONE and VON NEUMANN to WAVELETS 3 a Key Role
  • Math.QA] 22 Nov 1999 Eetdi H Td Ftesmls O-Opc Semisimpl Non-Compact Simplest the of Quantum Study the in Terested Oehn Ntescn Ujc,Wihi U Anconcern
  • Operator Theory on Hilbert Spaces
  • Quantum Mechanics and Its Evolving Formulations


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