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Polar decomposition

  • Banach J. Math. Anal. 2 (2008), No. 2, 59–67 . OPERATOR-VALUED

    Banach J. Math. Anal. 2 (2008), No. 2, 59–67 . OPERATOR-VALUED

  • Computing the Polar Decomposition---With Applications

    Computing the Polar Decomposition---With Applications

  • Geometry of Matrix Decompositions Seen Through Optimal Transport and Information Geometry

    Geometry of Matrix Decompositions Seen Through Optimal Transport and Information Geometry

  • Computing the Polar Decomposition—With Applications

    Computing the Polar Decomposition—With Applications

  • NEW FORMULAS for the SPECTRAL RADIUS VIA ALUTHGE TRANSFORM Fadil Chabbabi, Mostafa Mbekhta

    NEW FORMULAS for the SPECTRAL RADIUS VIA ALUTHGE TRANSFORM Fadil Chabbabi, Mostafa Mbekhta

  • Spectral and Polar Decomposition in AW*-Algebras

    Spectral and Polar Decomposition in AW*-Algebras

  • Arxiv:1211.0058V1 [Math-Ph] 31 Oct 2012 Ydfiiina Operator an Definition by Nay4h6,(70)(35Q80)

    Arxiv:1211.0058V1 [Math-Ph] 31 Oct 2012 Ydfiiina Operator an Definition by Nay4h6,(70)(35Q80)

  • On Compatibility Properties of Quantum Observables Represented by Positive Operator-Valued Measures

    On Compatibility Properties of Quantum Observables Represented by Positive Operator-Valued Measures

  • Polar Decomposition

    Polar Decomposition

  • Mathematical Introduction to Quantum Information Processing

    Mathematical Introduction to Quantum Information Processing

  • The Interplay of the Polar Decomposition Theorem And

    The Interplay of the Polar Decomposition Theorem And

  • Decompositions of Linear Mapsн1)

    Decompositions of Linear Mapsн1)

  • Lecture Notes on Matrix Analysis

    Lecture Notes on Matrix Analysis

  • Solving Orthogonal Matrix Differential Systems in Mathematica

    Solving Orthogonal Matrix Differential Systems in Mathematica

  • Singular Value Decomposition (SVD) and Polar Form

    Singular Value Decomposition (SVD) and Polar Form

  • Polar Decomposition, Singular-Value Decomposition, and Autonne-Takagi Factorization

    Polar Decomposition, Singular-Value Decomposition, and Autonne-Takagi Factorization

  • On an Isospectral Lie–Poisson System and Its Lie Algebra

    On an Isospectral Lie–Poisson System and Its Lie Algebra

  • Lecture Notes for Ph219/CS219: Quantum Information Chapter 3

    Lecture Notes for Ph219/CS219: Quantum Information Chapter 3

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  • Notes on Operator Algebras
  • Pseudospectral Shattering, the Sign Function, and Diagonalization in Nearly Matrix Multiplication Time
  • Pseudospectral Shattering, the Sign Function, and Diagonalization In
  • Polar Decomposition of a Matrix
  • Arxiv:1512.06621V1 [Math.FA] 21 Dec 2015 (1) Ope Ibr Spaces Hilbert Complex O Oeprilisometry Partial Some for Oiino O Eocmlxnme.If Number
  • 13 Spectral Theory
  • Random Positive Operator Valued Measures
  • MTH 510/615: Operator Theory and Operator Algebras Semester 2, 2018-19
  • Functional Analysis II Institute of Mathematics, LMU Munich – Winter Term 2011/2012 Prof
  • An Elementary Introduction to Schatten Classes
  • SU(2) and SU(1,1) Approaches to Phase Operators and Temporally Stable Phase States: Applications to Mutually Unbiased Bases and Discrete Fourier Transforms
  • Polar Decompositions of Normal Operators in Indefinite Inner Product
  • Compact Operators in Hilbert Space
  • Distance Problems, Spectra and Pseudospectra Distance Problems, Spectra and Pseudospectra
  • Matrix Animation and Polar Decomposition
  • The Conal Representation of Quantum States and Non Trace-Preserving Quantum Operations Pablo Arrighi, Christophe Patricot
  • Fuglede–Kadison Determinant: Theme and Variations Pierre De La Harpe1 Section De Mathématiques, Université De Genève, CH 1211 Genève 4, Switzerland
  • Spectral Radius of Random Matrices with Independent Entries


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