World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
35
Citations
4426
World Ranking
2804
National Ranking
1148

Overview

Paul S. Muhly is affiliated with the University of Iowa in the United States and specializes in Mathematics. Their research encompasses several subfields, including Algebra and Number Theory, Geometry and Topology, and Mathematical Physics.

Their work focuses on advanced topics within the discipline, particularly:

  • Advanced Topics in Algebra
  • Algebraic structures and combinatorial models
  • Advanced Operator Algebra Research

Paul S. Muhly has published research in the journal Complex Analysis and Operator Theory. One notable recent paper is titled "Function Theory from Tensor Algebras," published in 2022.

  • Function Theory from Tensor Algebras, 2022, Complex Analysis and Operator Theory

Collaborations are part of their academic activity, with frequent co-authorship with Baruch Solel documented in their research output.

Their publications mostly appear in Complex Analysis and Operator Theory, which is noted as the frequent venue for their work.

Best Publications

  • Tensor Algebras overC*-Correspondences: Representations, Dilations, andC*-Envelopes☆

    Paul S. Muhly;Baruch Solel

  • On Isometries of Operator Algebras

    Unknown

  • Representations of Cuntz-Pimsner algebras

    Neal J. Fowler;Paul S. Muhly;Iain Raeburn

  • Categories of Operator Modules: Morita Equivalence and Projective Modules

    David P. Blecher;Paul S. Muhly;Vern I. Paulsen

  • Hyponormal Pairs of Commuting Operators

    Raúl E. Curto;Paul S. Muhly;Jingbo Xia

  • Hardy algebras, W *-correspondences and interpolation theory

    Paul S. Muhly;Baruch Solel

  • On the Morita Equivalence of Tensor Algebras

    Paul S. Muhly;Baruch Solel

  • Abstract Spectral Decompositions Guaranteed by the Hilbert Transform

    Earl Berkson;T. A. Gillespie;Paul S. Muhly

  • Tensor Algebras, Induced Representations, and the Wold Decomposition

    Paul S. Muhly;Baruch Solel

  • Nonselfadjoint crossed products (invariant subspaces and maximality)

    Michael McAsey;Paul S. Muhly;Kichi-Suke Saito

  • *-algebras of multivariable Wiener-Hopf operators

    Paul S. Muhly;Jean N. Renault

  • Analyticity and Flows in Von Neumann Algebras

    Richard I Loebl;Paul S Muhly

  • RENAULT'S EQUIVALENCE THEOREM FOR GROUPOID CROSSED PRODUCTS

    Paul S. Muhly;Dana P. Williams

  • Higher-Rank Graph C *-Algebras: An Inverse Semigroup and Groupoid Approach

    Unknown

  • Cross Products of Strongly Morita Equivalent C # -Algebras

    Ra{úl E. Curto;Paul S. Muhly;Dana P. Williams

  • Coordinates for triangular operator algebras

    Paul Scott Muhly;Kichi-Suke Saito;Baruch Solel

  • Equivalence and disintegration theorems for Fell bundles and their C*-algebras

    Unknown

  • Generalized analyticity in UMD spaces

    Earl Berkson;T. A. Gillespie;Paul S. Muhly

  • Lifting commuting operators.

    R. G. Douglas;P. S. Muhly;Carl Pearcy

  • Adding Tails to C ∗ -Correspondences

    Paul S. Muhly;Mark Tomforde

  • Self adjoint extensions satisfying the Weyl operator commutation relations

    Palle T. JØrgensen;Palle T. JØrgensen;Palle T. JØrgensen;Paul S. Muhly;Paul S. Muhly;Paul S. Muhly

  • Topological Quivers

    Paul S. Muhly;Mark Tomforde

  • Continous trace groupoid $C^*$-algebras.

    Paul S. Muhly;Dana P. Williams

Frequent Co-Authors

Raúl E. Curto
Raúl E. Curto University of Iowa
Vern I. Paulsen
Vern I. Paulsen University of Waterloo
Iain Raeburn
Iain Raeburn Victoria University of Wellington

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, expanding skill sets with online degrees can open diverse career opportunities. Many professionals complement their analytical foundation with specialized business knowledge, such as finance or marketing, to increase their marketability.

Those interested in financial modeling or quantitative analysis often explore the best online masters in finance. These programs deliver essential expertise in investments, risk management, and financial theory, building on a strong math background.

Mathematics graduates aiming for leadership roles may find value in pursuing fast-tracked business administration credentials. Programs like the shortest online mba degree programs offer a rapid path to acquire core business skills without interrupting your career trajectory.

In today’s digital economy, marketing analytics is a growing field. Combining math skills with marketing insights through an ms in digital marketing degree cost tuition fees program can provide a competitive edge in data-driven marketing roles.

For those looking to maximize efficiency and affordability, the cheapest 1 year online mba programs are an excellent choice, allowing students to advance their careers swiftly while managing costs.

Best Scientists Citing Paul S. Muhly

Trending Scientists

Recently Published Articles