Directory of Operator Algebraist Home Pages

Lists of home pages of operator algebraists can also be found at the following sites:

• Operator algebraists directory at the Institute of Mathematics of the Romanian Academy, maintained by Birant Ramazan. This list contains a very large number of entries, including a number of people in neighboring areas such as single operator theory. It gives gives institutions (without links), email addresses, and sometimes research areas. There is a separate page for each letter of the alphabet.
• Home pages of Operator Algebraists, maintained by Samuel G. Walters. Names (with links) only. Geographically split: first Canada, then the U.S., then everywhere else. Moderate length.
• Some operator algebraist pages in France. Names (with links) only; very short list.

Return to the general list of resources for operator algebraists.

• an Huef, Astrid (Department of Mathematics and Computer Science, University of Denver)
  • C*-algebras and dynamical systems
• Aotani, Masayasu (Department of Mathematics, University of California at Berkeley)
  • C*-algebras, E_0-semigroups
• Argerami, Martin ( Department of Mathematics and Statistics, University of Regina)
  • Operator Algebras, Operator Inequalities
• Arveson, William B. (Department of Mathematics, University of California, Berkeley)
  • Operator algebras, automorphism groups, E_0-semigroups.
• Badea, Catalin (Department of Mathematics, University of Lille, France)
• Baianu, Ion, PhD ( NMR and NIR MicroSectroscopy Facility, University of Illinois at Urbana)
  • Quantum Groupoids and Algebroids, Operators Algebra of Nuclear Structure and Spectroscopy, AQFT, Quantum Automata/Logic/Lukasiewicz Toposes, Extended Quantum Symmetries
• Banica, Teodor (equipe GNC, Math. Institute of Luminy - Marseille )
  • Quantum groups and applications to operator algebras.
• Beggs, Edwin James (Department of Mathematics, University College, Swansea)
  • Hopf algebras, algebra homotopy theory, integrable systems.
• Blackadar, Bruce (Department of Mathematics, University of Nevada)
  • C*-algebras and K-theory, noncommutative topology.
• Bratteli, Ola ( Department of Mathematics, University of Oslo)
  • C*-algebras, mathematical physics.
• Censor, Aviv (Department of Mathematics, University of California, Riverside
  • Groupoid C*-algebras, Brauer Theory and C*-algebras
• Cowen, Carl C. (Department of Mathematics, Purdue University)
  • Composition and Toeplitz operators, function theory, linear algebra.
• David Marie-Claude ( Laboratoire de Mathématique, analyse harmonique, Université Paris-Sud 11, centre d'Orsay)
  • Subfactors, quantum groupoids
• Davidson, Kenneth R. ( Pure Mathematics Department, University of Waterloo)
  • Nonself-adjoint operator algebras, operator theory, C*-algebras.
• Dixon, Peter G. (Dept. of Pure Mathematics, University of Sheffield)
  • General Banach algebra theory, automatic continuity.
• Donsig, Allan (Department of Mathematics and Statistics, University of Nebraska-Lincoln)
  • Non-selfadjoint operator algebras
• Dritschel, Michael (Department of Mathematics, University of Newcastle upon Tyne)
  • Operator theory on Krein spaces, model theory for families of operators.
• Dykema, Kenneth J. (Department of Mathematics and Computer Science, Odense University)
  • von Neumann algebras, free probability theory, C*-algebras.
• Eilers, Søren (Dept. of Mathematics, University of Copenhagen)
• Evans, David E. (School of Mathematics, Cardiff University)
  • Operator algebras, mathematical physics
• Exel, Ruy (Departamento de Matematica, Universidade Federal de Santa Catarina)
  • C*-algebras, partial group actions, noncommutative dynamical systems
• Farah, Ilijas (Department of Mathematics and Statistics, York University)
  • Operator algebras, Set Theory.
• Frank, Michael ( Mathematical Institute, University of Leipzig, Germany)
• Feeman, Timothy G. (Mathematical Sciences, Villanova University)
  • Non-selfadjoint operator algebras, cartography
• Fulman, Igor (Dept. of Mathematics and Statistics, University of Calgary)
  • Groupoids, Fell bundles; nonselfadjoint algebras; inductive limits of C*-algebras.
• Gohm, Rolf (Institute of Mathematical and Physical Sciences, Aberystwyth)
  • noncommutative probability
• Goodearl, Ken (Department of Mathematics, University of California at Santa Barbara)
• Green, William L. (School of Mathematics, Georgia Institute of Technology)
  • operator theory, operator algebras
• Guido, Daniele (Department of Mathematics, Università di Roma Tor Vergata)
  • Algebraic Quantum Field Theory, Singular Traces, Noncommutative Geometry, Noncommutative Dirichlet Forms.
• Harris, Lawrence A. (Department of Mathematics, University of Kentucky)
  • Banach algebras, Function theory on domains in operator spaces
• Hudson, Timothy D. (Department of Mathematics, East Carolina University)
  • Non-selfadjoint operator altebras, limit algebras
• Itza-Ortiz, Benjamin A. ( Centro de Investigacion en Matematicas, Universidad Autonoma del Estado de Hidalgo)
  • C*-algebras, K-theory, dynamical systems
• Jorgensen, Palle E. T. (Department of Mathematics, The University of Iowa)
  • Operator algebra ideas applied to the study of wavelets, statistical mechanics, representation theory, and quantum physics.
• Kadison, Lars (Department of Mathematics, Chalmers/Goteborg University)
  • subfactors
• Kaneda, Masayoshi (Department of Mathematics, University of California, Irvine)
  • Operator Spaces
• Katavolos, Aristides (Department of Mathematics, University of Athens, Greece)
  • Operator Theory, Operator algebras, Reflexive algebras and modules.
• Katsura, Takeshi (Department of Mathematics, Hokkaido University)
  • C*-algebras, K-theory and dynamical systems.
• Kawahigashi, Yasuyuki (Department of Mathematical Sciences, University of Tokyo)
  • Subfactors.
• Kisil, Vladimir V. (School of Math., Univ. of Leeds)
  • Symmetries of op. algebras, spectral theory
• Kodiyalam, Vijay ( The Institute of Mathematical Sciences)
  • Planar algebras, Subfactors.
• Koestler, Claus (Department of Mathematics, University of Illinois at Urbana-Champaign)
  • Operator Algebras, Noncommutative Probability, Quantum Dynamics
• Kucerovsky, Dan
  • noncommutative topology, geometric functional analysis, C*-algebras, Hilbert modules
• Kumjian, Alex (Department of Mathematics, University of Nevada)
  • C*-algebras, noncommutative topology and topological groupoids.
• Lamoureux, Michael P. (Department of Mathematics, University of Calgary)
  • C*-algebras and dynamical systems.
• Lance, E. Christopher ( Department of Pure Mathematics, University of Leeds)
  • operator algebras, C*-algebraic quantum groups
• Li, Hanfeng (Department of Mathematics, SUNY at Buffalo)
  • C*-algebras.
• Loring, Terry A. (Department of Mathematics, University of New Mexico)
  • C*-algebras, (mod-p) K-theory, stable relations
• Manuilov, Vladimir M. (Department of Mathematics, Moscow State University)
  • C*-algebras, Hilbert modules, K-theory.
• Marcoux, Laurent W. (Department of Mathematics, University of Alberta)
  • Operator Theory, non-selfadjoint operator algebras, C*-algebras
• Markov, Igor (Department of Mathematics, UCLA)
• Mathieu, Martin (Department of Pure Mathematics, The Queen's University of Belfast)
  • C*-algebras, operator theory, noncommutative topology.
• Meyer, Ralf (Mathematisches Institut, Georg-August-Universität Göttingen)
• Mingo, James A. (Department of Mathematics and Statistics, Queen's University at Kingston, Ontario, Canada)
  • C*-algebras and tilings, automorphisms of von Neumann algebras, non-commutative probability
• Mitchener, Paul D. ( Department of Pure Mathematics, University of Sheffield)
  • Analytic K-theory, Coarse Geometry, Assembly Maps
• Molnar, Lajos (Institute of Mathematics and Informatics, University of Debrecen)
• Moslehian, Mohammad Sal (Ferdowsi University of Mashhad)
  • Homology of Banach algebras, Hilbert C*-modules, Matrix Analysis.
• Nikolaev, Igor V. (Department of Mathematics, University of Calgary)
  • C*-algebras and K-theory, noncommutative topology.
• Nistor, Victor (Department of Mathematics, Penn State University)
  • Noncommutative geometry, operator algebras and index theory
• Packer, Judith A. (Department of Mathematics, University of Colorado)
  • C*-algebras and K-theory, the connection between operator algebras and wavelets
• Park, Efton (Department of Mathematics, Texas Christian University)
  • Index theory, noncommutative geometry, operator algebras.
• Paterson, Alan L. T.
  • Noncommutative geometry
• Paulsen, Vern I. (Department of Mathematics, University of Houston)
  • Operator algebras, operator theory, frames
• Pestov, Vladimir (School of Mathematical and Computing Sciences, Victoria University of Wellington, New Zealand)
  • Abstract analysis, including C*-algebras and operator spaces
• Phillips, N. Christopher (Department of Mathematics, University of Oregon)
  • C*-algebras and K-theory, noncommutative topology.
• Pitts, David R. (Department of Mathematics and Statistics, University of Nebraska-Lincoln)
  • Nonselfadjoint operator algebras, operator theory.
• Power, Stephen C. (Department of Mathematics and Statistics, Lancaster University)
  • Nonselfadjoint operator algebras, limit algebras.
• Quigg, John (Arizona State University)
• Radin, Charles (Department of Mathematics, University of Texas)
  • Tiling dynamics and operator algebras
• Raghupathi, Mrinal ( Department of Mathematics, Vanderbilt University)
  • Function Theory, Operator Theory, and Operator Algebras.
• Ramazan, Birant (Institute of Mathematics, Romanian Academy)
  • C*-algebras and deformation quantization, groupoids.
• Robertson, Guyan (School of Mathematics and Statistics, University of Newcastle)
  • Analysis and geometry on groups, operator algebras and K-theory.
• Rosenberg, Jonathan M. ( Department of Mathematics, University of Maryland at College Park.)
  • C*-algebras, K-theory, topology, geometry, Lie groups
• Schmidt, Klaus (Mathematics Institute, University of Vienna, Austria, Erwin Schroedinger Institute, Vienna, Austria
  • Commutative and noncommutative Ergodic Theory, Harmonic Analysis, Probability Theory.
• Schochet, Claude L. (Department of Mathematics, Wayne State University, Detroit)
  • C*-algebras, K-theory, index theory, algebraic and noncommutative topology.
• Schweitzer, Larry B.
  • Dense subalgebras of C*-aglebras
• Shalit, Orr (Department of Pure Mathematics, University of Waterloo)
• Sherman, David (Department of Mathematics, University of Virginia)
  • von Neumann algebras.
• Shlyakhtenko, Dimitri (Department of Mathematics, University of California, Los Angeles)
• Sieben, Nandor (Department of Mathematics, Northern Arizona University,)
  • C*-dynamical systems, inverse semigroups, groupoids
• Speicher, Roland (Department of Mathematics and Statistics, Queen's University, Kingston)
  • free probability theory, deformations of commutation relations
• Summers, Stephen J. ( Department of Mathematics, University of Florida)
  • Mathematical Physics, Quantum Theory, Operator Algebra Theory
• Sunder, V.S. ( The Institute of Mathematical Sciences)
  • subfactors, planar algebras.
• Taylor, Keith F. (Department of Mathematics and Statistics, University of Saskatchewan)
• Tomforde, Mark (Department of Mathematics, University of Houston)
  • C*-algebras, K-theory, dynamical systems.
• Troitsky, Evgenij V. ( Dept. of Mechanics and Mathematics, Moscow State University)
  • Operator K and KK Theory, Hilbert C*-modules, index theory, noncommutative differential geometry and topology, the Novikov conjecture
• Vasilevski, Nikolai (Department of Mathematics, CINVESTAV, Mexico City)
  • Toeplitz operators on the Bergman space, C*-algebras generated by projections.
• Viola, Maria Grazia (Department of Mathematics, Texas A&M University)
  • Operator Algebras
• Wagner, Bruce H. (Department of Mathematics, Iowa State University)
  • Nonselfadjoint Operator Algebras.
• Walters, Samuel G. (Department of Mathematics and Computer Science, University of Northern British Columbia)
  • C*-algebras and K-theory
• Weaver, Nik (Department of Mathematics, Washington University in St. Louis)
  • Noncommutative metrics
• Webster, Corran (Department of Mathematics, University of California, Los Angeles )
  • Operator spaces, C*-algebraic quantum groups.
• Williams, Dana P. (Department of Mathematics, Dartmouth College)
  • C*-crossed products and continuous-trace C*-algebras.
• Winslow, Carl (Dept. of Curriculum Studies, The Danish University of Education)
  • Von Neumann Algebras, Mathematics Education.
• Wong, Ngai-Ching ( Department of Applied Mathematics, National Sun Yat-sen University, Kaohsiung 80424, Taiwan.)
  • Operator algebras, function algebras, operator ideals, non-commutative topology.
• Yamagami, Shigeru (Department of Mathematical Sciences, Ibaraki University)
• Yang, Rongwei (Department of Mathematics and Statistics, SUNY at Albany)