World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
48
Citations
9599
World Ranking
1205
National Ranking
8

Overview

Uffe Haagerup was affiliated with the University of Copenhagen in Denmark during their academic career. Their primary field of study was Mathematics, with a focus on several subfields including Mathematical Physics, Statistics and Probability, and Management Science and Operations Research.

Their research contributions spanned multiple topics relevant to advanced mathematical theory. These included:

  • Stochastic processes and statistical mechanics
  • Random Matrices and Applications
  • Mathematical Dynamics and Fractals
  • Probability and Risk Models

Haagerup's recent papers covered various topics primarily in probability theory and quantum channels. Notable publications include:

  • Correction to: Extreme Points and Factorizability for New Classes of Unital Quantum Channels, published in 2021 in Annales Henri Poincaré
  • Completely random measures and Lévy bases in free probability, published in 2021 in the Electronic Journal of Probability
  • Completely random measures and Levy bases in free probability, published in 2021 in Padua Research Archive (University of Padua)

Throughout their career, Haagerup collaborated with several coauthors. Among the most frequent were Francesca Collet, Fabrizio Leisen, Magdalena Musat, and Mary Beth Ruskai. Collaborations with these peers contributed to research outputs in both probability and mathematical physics.

The publication venues in which Haagerup's work appeared comprised primarily academic journals and research archives specialized in mathematics and physics:

  • Electronic Journal of Probability
  • Padua Research Archive (University of Padua)
  • Annales Henri Poincaré

Best Publications

  • An Example of a Non Nuclear C*-Algebra, which has the Metric Approximation Property.

    Uffe Haagerup

  • The standard form of von Neumann algebras.

    Uffe Haagerup

  • The best constants in the Khintchine inequality

    Uffe Haagerup

  • Multipliers of the Fourier Algebras of Some Simple Lie Groups and Their Discrete Subgroups

    Jean de Canniere;Uffe Haagerup

  • Completely bounded multipliers of the Fourier algebra of a simple Lie group of real rank one

    Michael Cowling;Uffe Haagerup

  • Operator valued weights in von Neumann algebras, II

    Uffe Haagerup

  • A new application of random matrices: Ext$(C^*_{\mathrm{red}}(F_2))$ is not a group

    Uffe Haagerup;Steen Thorbjørnsen

  • All nuclear C*-algebras are amenable.

    U. Haagerup

  • Conne’s bicentralizer problem and uniqueness of the injective factor of type III1

    Uffe Haagerup

  • Random matrices with complex Gaussian entries

    Uffe Haagerup;Steen Thorbjørnsen

  • Approximation properties for group *-algebras and group von Neumann algebras

    Uffe Haagerup;Jon Kraus

  • The Grothendieck inequality for bilinear forms on C∗-algebras

    Uffe Haagerup

  • Brown's Spectral Distribution Measure for R-Diagonal Elements in Finite von Neumann Algebras☆

    Uffe Haagerup;Flemming Larsen

  • Factorization and Dilation Problems for Completely Positive Maps on von Neumann Algebras

    Uffe Haagerup;Magdalena Musat

  • Almost L2 matrix coefficients.

    U. Haagerup;M. Cowling;R. Howe

  • Exotic Subfactors of Finite Depth with Jones Indices \(\) and \(\)

    M. Asaeda;U. Haagerup

  • Solution of the similarity problem for cyclic representations of C*-algebras

    Uffe Haagerup

  • Quasitraces on Exact $C^st$-Algebras are Traces

    Uffe Haagerup

  • A reduction method for noncommutative L_p-spaces and applications

    Uffe Haagerup;Marius Junge;Quanhua Xu

  • Bounded linear operators between C∗-algebras

    Uffe Haagerup;Gilles Pisier

Frequent Co-Authors

Ken Dykema
Ken Dykema Texas A&M University
Erling Størmer
Erling Størmer University of Oslo
Mikael Rørdam
Mikael Rørdam University of Copenhagen
Haskell P. Rosenthal
Haskell P. Rosenthal The University of Texas at Austin
Fedor Sukochev
Fedor Sukochev University of New South Wales
Gilles Pisier
Gilles Pisier Texas A&M University
Quanhua Xu
Quanhua Xu Harbin Institute of Technology
Michael Cowling
Michael Cowling University of New South Wales
Marius Junge
Marius Junge University of Illinois at Urbana-Champaign
Roland Speicher
Roland Speicher Saarland University

If you think any of the details on this page are incorrect, let us know.

Report an issue

We appreciate your kind effort to assist us to improve this page, it would be helpful providing us with as much detail as possible in the text box below:

Related Online Degrees & Career Pathways

For students pursuing Mathematics in the USA, considering complementary online degrees can open diverse career pathways. Many graduates combine their math skills with business knowledge, making a 1 year mba programs in usa an attractive option for accelerated learning and career advancement.

Online MBA programs offer flexibility, and prospective students often wonder about transferring credits to continue education seamlessly. The possibilities are well-explained in resources about can you transfer mba programs, which can help in minimizing time and tuition costs.

Mathematics graduates may also explore expanding their expertise in data-focused fields. Highly specialized degrees, such as those covered in data analytics masters programs, offer opportunities to harness big data, statistics, and machine learning skills crucial in today's job market.

For students mindful of admissions competitiveness, there are easiest mba programs available online. These can provide a more accessible pathway to gaining essential business expertise without compromising career goals.

Best Scientists Citing Uffe Haagerup