This list of homepages of set theorists was inspired by Computability Theory , maintained by Peter Cholak with encouragement from Ted Slaman. It is complemented by Andrzej Roslanowski’s sleek list, and by Herb Enderton’s ASL-web, links to ASL members.

Note: Institutional links point to departments and/or institutes.
Send comments, corrections, additions to jal at ufl dot edu.
Select the first letter of the last name:
[A] [B] [C] [D] [EF] [G] [H] [IJ] [K] [L] [M] [NO] [PQ] [R] [Sa] [Si] [TUVW] [XYZ]

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– A –

• Abraham, Uri — Ben Gurion University
  • Set theory, model theory, concurrency
• Andréka, Hajnal — Hungarian Mathematics Institute
• Argyros, Spiros — National Technical University of Athens
  • Banach spaces, set theory
• Andretta, Alessandro — University of Torino
• Apter, Arthur — CUNY Baruch
  • Mathematical Logic, specifically Set Theory: Large Cardinals and Forcing
• Aharoni, Ron — Technion
  • Combinatorics, both finite and infinite, topological methods in matching theory
• Amor Montano, José Alfredo — Universidad Nacional Autónoma de México
  • Set theory, logic, computability, especially logic programming, automatic theorem proving, artificial intelligence
• Arhangelski, Alexander — Ohio University
  • General topology
• Asperó, David — University of East Anglia
  • Set theory, infinite combinatorics, forcing, forcing axioms, large cadinals, definability issues
• Aviles, Antonio — Universidad de Murcia, Spain

– B –

• Babinkostova, Liljana — Boise State University
  • Set-theoretic topology
• Bahakh, Taras — National University of L’viv, Ukraine
  • Topology, set theory, Banach space theory, measure theory, Ramsey theory, applications of topological and analytical methods to algebra and combinatorics
• Bankston, Paul — Marquette University
  • Logic, topology
• Bagaria, Joan — University of Barcelona
  • Set theory, combinatorics, forcing, the continuum problem, generic absoluteness, large cardinals and descriptive set theory
• Barbanel, Julius — Union College
  • Logic, set theory, fair division
• Bartoszynski, Tomek — National Science Foundation
  • Set theory of the reals
• Bartosova, Dana
  — University of Sao Paulo
  • topological dynamics, set theory, general topology, model theory
• Barwise, Jon, 1943-2000
• Ben-David, Shai — Technion
• Bilaniuk, Stefan — Trent University
  • Combinatorial set theory, particularly problems about Souslin trees; also geometry, in particular non-Desarguesian projective planes.
• Blass, Andreas R. — University of Michigan
  • Logic, Set Theory, Category Theory, Computational Complexity, Combinatorics
• Borodulin-Nadzieja, Piotr — University of Wroclaw
  • Set theory, topology
• Bosch, Roger — University of Oviedo
  • Set theory, especially forcing, definability and descriptive set theory
• Brendle, Joerg — Kobe University
  • Set theory, in particular sets of reals and applications of set theory to real analysis, algebra (group theory) and topology
• Brooke-Taylor, Andrew — University of Bristol
  • Set theory and large cardinals, with applications to category theory and algebraic topology
• Brown, Elizabeth T. — James Madison University
  • Set theory
• Brown, Jennifer —California State University, Channel Islands
  • Boolean algebras, Tukey reductions
• Bukovsky, Lev — University of P.J.Safarik
• Burke, Dennis — Miami University of Ohio
  • Set theoretic topology
• Burke, Douglas — University of Nevada, Las Vegas
  • Mathematical logic, foundations of mathematics, set theory, large cardinals
• Burke, Max — University of Prince Edward Island

– C –

• Caicedo, Andrés — Boise State
  • Mathematical logic and foundations; mainly set theory
• Camerlo, Riccardo — Polytechnic of Torino
  • Mathematical logic, set theory, real analysis, measure theory
• Cameron, Peter J. — University of London
  • groups and their operands, including designs, graphs, codes, ordered sets, even topological spaces (authored textbook Sets, Logic and Categories)
• Gabriela Campero Arena — Universidad Nacional Autonoma de México
  • Logic, set theory and combinatorics
• Canjar, R. Michael — University of Detroit Mercy
  • Mathematical logic and set theory
• Carlson, Timothy — Ohio State
  • Logic, foundations, combinatorics, set theory
• Carmody, Erin — Nebraska Wesleyan University
• Cenzer, Douglas — University of Florida
  • Mathematical logic, descriptive set theory, theory of computations, combinatorics
• Cherlin, Gregory — Rutgers University
  • Model theory, model theoretic algebra, infinite graphs
• Chmielewska, Katarzyna (Kasia) — Bydgoszcz Academy, Poland
  • Measurability of functions, including with set-theoretic assumptions
• Ciesielski, Krzysztof (Chris) — West Virginia University
  • Real Analysis, set theory, topology
• Cody, Brent — Virginia Commonwealth University
  • Set theory, forcing and large cardinals
• Comfort, W. — Wesleyan University
  • Point-set topology, ultrafilters, set theory, topological groups
• Conley, Clinton — Carnegie Mellon University
  • Descriptive set theory and mathematical logic, Borel graphs
• Coplakova, Eva — Delft University of Technology
  • Set theoretic topology
• Corazza, Paul — Maharishi University of Management
  • Set theory: large cardinals and sets of reals
• Cowen, Robert — Queens College, CUNY
  • Logic, set theory, graph theory
• Cox, Sean — University of Muenster
  • Set theory, mathematical logic, large cardinals, forcing, inner model theory, applications of set theory
• Cuda, Karel — Karls Universitat, Prague
  • Set theory, nonstandard models
• Cummings, James — Carnegie Mellon
  • Set theory and mathematical logic
• Csirmaz, László — Eotvos University
  • Set theory, combinatorics, and mathematical logic

– D –

• Darby, Carl
  • Set theory
• Dehornoy, Patrick — Université de Caen
  • Set theory, algebra and braid theory
• Deiser, Oliver — Technical University of Munich
  • Set Theory, Logic, Probability Theory, Number Theory
• De la Cruz, Omar (formerly in set theory)
• Devlin, Keith — CLSI Stanford
• Dimonte, Vincenzo — U Vienna
  • Set theory, in particular large cardinals
• Di Nasso, Mauro —University of Pisa
  • Mathematical logic and its applications, nonstandard methods and their foundations, infinite combinatorics, foundational theories of counting
• Di Prisco, Carlos — IVIC
  • Foundations of the theory of sets
• Dobrinen, Natasha — University of Denver
  • Set theory, Boolean algebras, logic, foundations of mathematics
• Dominik, Thomas — UC Berkeley
  • Set theory, inner model theory, precipitous ideals, stationary sets
• Donder, Hans-Dieter — University of Munich
• Dordal, Peter Lars — Loyola University
  • set theory, mathematical logic, theory of programming languages, and computer networks
• Dow, Alan — University of North Carolina, Charlotte
  • Set Theoretic Topology
• DuBose, Derrick — University of Nevada, Las Vegas
  • Descriptive Set Theory
• Dzamonja, Mirna — University of East Anglia, UK
  • Set theory and its applications, mathematical logic

– EF –

• Eisworth, Todd — Ohio University
  • Set theory and set-theoretic topology
• Elekes, Márton — Hungarian Mathematics Institute
  • Set-theoretic topology
• Erdélyi-Szabo, Zsigmond — Hungarian Mathematics Institute
  • Artificial Intelligence, intuitionistic logic, topological models, set theory
• Eklof, Paul — UC Irvine
  • Logic and algebra; set-theoretic algebra
• Enayat, Ali — American University
  • Set theory, mathematical logic
• Enderton, Herbert B. (died October 20, 2010)
• Esser, Olivier — Université Libre de Bruxelles
  • Set theory with a universal set
• Farah, Ilijas — York University
  • Applications of set theory to operator algebras
• Feng, Qi — Institute of Mathematics, Chinese Academy of Sciences
  • Set theory, symbolic logic
• Fischer, Vera — U Vienna
  • Combinatorial set theory, structure of the real line and forcing
• Flaskova, Jana — University of West Bohemia in Pilsen
  • Set theory, especially ultrafilters
• Fleissner, William — University of Kansas
  • Set theory, topology
• Foreman, Matt, — UC Irvine,
  • Descriptive set theory, ergodic theory, set theory,
• Forster, T.E. — University of Cambridge
  • Ramsey theory, Kolmogorov complexity, recursive structure of Brownian motion
• Frankiewicz, Ryszard — Polish Acadamy of Sciences
• Fremlin, David — University of Essex
  • Measure theory; set-theoretic analysis
• Friedman, Sy — U Vienna
  • Mathematical logic, and more specifically set theory
• Fuchino, Sakaé — Kobe University
  • Set theory, Boolean algebra, computer science
• Fuchs, Gunter — CUNY Staten Island
  • Set theory, inner model theory, forcing, large cardinals, applications of set theory in algebra

– G –

• Galvin, Fred — University of Kansas
  • Set theory, combinatorics
• Gao, Su — North Texas State University
  • foundations of mathematics, mathematical logic, and set theory
• Gerlits, János — Hungarian Mathematics Institute
  • Set-theoretic topology, function spaces
• Geschke, Stefan — University of Bonn
  • Set theory, mathematical logic
• Gitik, Moti — Tel-Aviv University
  • Set theory, mathematical logic
• Gitman, Victoria — New York City College of Technology
  • Set theory, models of Peano Arithmetic and computability theory
• Göbel, Rüdiger — University of Essen
  • Interaction of model theory and algebra, application of methods of infinite combinatorics and set theory
• Goldstern, Martin — Technical University of Vienna
  • Logic, set theory, uniform distribution, universal algebra, theoretical computer science
• Golshani, Mohammad — School of Mathematics, Institute for Research in Fundamental Sciences, Teheran
  • Set theory
• Gowers, W.T. — Cambridge University — Fields Medal Winner
  • Functional Analysis, Combinatorics
• Grossberg, Rami — Carnegie Mellon
  • model theory, especially classification theory of infinitary logics, set theory, and the applications of these areas to algebra
• Gruenhage, Gary — Auburn University
  • Topology and set theory

– H –

• Hajnal, Andras — Renyi Institute
  • Set theory
• Halbeisen, Lorenz — University of Zurich
  • Set theory, combinatorics
• Halilovic, Ajdin — U Vienna
  • Set theory, in particular large cardinals and the tree property
• Halko, Aapo — The Helsinki Logic Group
  • Set theory, descriptive set theory
• Hall, Eric J. — University of Missouris, Kansas City
  • Set theory, especially ZFA and models of ¬AC
• Hamburger, Peter — Indiana-Purdue University
  • combinatorics, graph theory, set theory, topology
• Hamkins, Joel David — CUNY College of Staten Island, CUNY Graduate Center, reporter on Logic in New York City
  • Mathematical logic, set theory, forcing, large cardinals
• Harnik, Victor — University of Haifa
• Harrington, Leo A. — UC Berkeley
  • Recursion theory, model theory, set theory
• Hart, Joan — University of Wisconsin, Oshkosh
  • Set theory and logic, topology, automated deduction
• Hart, K. P. — TU Delft
• Hauser, Kai — TU Berlin
  • Mathematical logic and foundations, philosophy of mathematics, cognitive science
• Hellsten, Alex — Finnish Matriculation Examination Board
• Henle, Jim — Smith College
  • Set theory, logic, nonstandard analysis, mathematics education, philosophy of mathematics
• Hindman, Neil — Howard University
  • Topological Semigroups and Ramsey Theory
• Hirschorn, James — Stevens Institute of Technology, WebCampus
• Hjorth, Greg 1963–2011
• Holy, Peter — U Vienna
  • Set theory, large cardinals, forcing, the constructible universe, and the interplay between generalized condensation principles and large cardinals
• Holben, Ryan — UC Irvine
  • Set theory, forcing, combinatorial principles
• Honzik, Radek — Charles University, Prague
  • Set theory
• Hrbacek, Karel — CUNY
  • Set theory, nonstandard analysis, foundations of physics
• Hrusak, Michael — UNAM Morelia
  • Topology and set theory
• Huuskonen, Taneli — University of Helsinki
  • Model theory, set theory

– IJ –

• Ikegami, Daisuke — The Helsinki Logic Group
  • Set theory, descriptive set theory
• Ishiu, Tetsuya — Miami University of Ohio
  • Set theory
• Jackson, Steve — North Texas State University
  • Logic, set theory, descriptive set theory, especially the influence of the axiom of determinancy
• Jasinski, Jakub — U Scranton
  • Logic, set theory, set theoretic analysis
• Jech, Thomas J. in Prague and Jech at Penn State — Institute of Mathematics, AS CR, Prague
  • Set theory; preprints
• Jensen, Ronald B. — Humboldt University
  • Set theory, fine structure
• Jin, Renling — College of Charleston
  • Nonstandard Analysis, Set Theory, Model Theory, Measure Theory, Ergodic Theory, Probability Theory, Additive Number Theory, Point-Set Topology
• Johnstone, Thomas — New York City College of Technology
  • Set theory, especially forcing axioms and large cardinals
• Jones, Albin —
  • Set theory, combinatorics and mathematical logic
• Juhász, István — Renyi Institute
  • Set-theoretic topology, cardinal functions, combinatorial set theory
• Junqueira, Lucia — Universidade de Sao Paulo
  • Set theory and set theoretic topology
• Just, Winifred — Ohio University
  • Math biology, set theory

– K –

• Kada, Masaru — Information Processing Center, Kitami Institute of Technology, Kitami
  • Set theory, set theoretic topology
• Kafkoulis, George (Yorgos) — Florida International U
  • Set theory, logic
• Kakuda, Yuzuru — Kobe University
  • Mathematical Logic, Set Theory, Non-standard Analysis
• Kanamori, Akihiro — Boston University
  • Set theory
• Kanovei, Vladimir — Institute for Information Transmission Problems, Russian Academy of Sciences, vkanovei@math.uni-wuppertal.de, kanovei@mccme.ru
• Kastermans, Bart — ADGOJI where Bart is a data scientist
  • Mathematical logic, almost disjoint sets, cofinitary groups, effective randomness
• Kechris, Alexander S. — Cal Tech
  • Foundations of mathematics; mathematical logic and set theory; their interactions with analysis
• Kellner, Jakob — University of Vienna
  • Set Theory, especially forcing theory and set theory of the reals
• Kennedy, Juliette — The Helsinki Logic Group
  • Set theory and set-theoretic model theory, foundations and philosophy of mathematics, history of logic
• Ketchersid, Richard — University of Texas, Dallas
  • Inner model theory, set theory
• Kleinberg, Eugene (Emeritus) — SUNY Buffalo
  • Mathematical logic, infinite combinatorics
• Koenig, Bernhard
• Koepke, Peter — University of Bonn
  • Set theory, inner model theory and large cardinals
• Kojman, Menachem — Ben Gurion University
  • PCF, combinatorial set theory, topology
• Kolman, Oren — University of Cambridge, UK
  • Set theory, model theory, infinitary combinatorics, interactions of logic and mathematics, personal research site
• Komjáth, Péter — Eötvös University — email list
  • Set theory
• Koszmider, Piotr — Polish Academy of Sciences
  • Banach spaces, applications of forcing, combinatorial set theory, Boolean algebras and compact spaces, independence and consistency proofs
• Kraszewski, Jan — University of Wroclaw
  • Set Theory
• Krawczyk, Adam — Institute of Mathematics, University of Warsaw
  • Set theory
• Krueger, John — University of North Texas
  • Mathematical logic and set theory: forcing, consistency results, combinatorial set theory.
• Kubis, Wieslaw — Institute of Mathematics, AS CR, Prague
  • Applications of set theory and topology in functional analysis
• Kunen, Kenneth — University of Wisconsin, Madison
  • set theory, automated deduction, topology, measure theory
• Kurilic, Milos — University of Novi Sad
  • Topology and set theory
• Kwiatkowsk, Aleksandra — UCLA
  • Descriptive set theory and its connections to ergodic theory and topological dynamics
• Kysiak, Marcin — Warsaw University
  • Set theory, especially small subsets of the real line, and connections of set theory with other branches of mathematics, including topology, measure theory and real analysis.

– L –

• Laflamme, Claude — University of Calgary
  • Set theory; applications of set theory; combinatorial set theory/combinatorics
• Landraitis, Charles — Boston College
• Larson, Jean A. — University of Florida
  • Set theory and foundations, combinatorics
• Larson, Paul — Miami University of Ohio
  • Set theory
• Laver, Richard — University of Colorado
  • Set theory
• Leary, Chris — SUNY Geneseo
  • Set theory and logic, especially infinitary combinatorics and large cardinals
• Leathrum, Tom — Jacksonville State University
• LeComte, Dominique —University of Paris-Jussieu
  • Set theory, Borel equivalence relations, functional analysis
• Leth, Steven C. — University of Northern Colorado
  • Nonstandard analysis
• Leshem, Amir — Bar Ilan University
  • Transmission over copper lines, statistical and array signal processing, applications of signal processing, set theory and mathematical logic
• Levinski, Jean-Pierre — Université de Caen
  • Set theory
• Lipparini, Paolo — Università degli Studi di Roma Tor Vergata
  • Set theory, universal algebra, model theory, topology and foundations of mathematics
• Lipton, James — Wesleyan University
  • Computer science, especially relational programming, categories and logic programming, intuitionistic semantics, constructive set theory, and linear logic
• Löwe, Benedikt — University of Bonn, ILLC at Universiteit van Amsterdam
  • Set theory (descriptive set theory, set theory of the reals, inner model theory), philosophy of mathematics
• López-Abad, Jordi — University of Paris VII
• Losada, Maria — Universidad Antonio Narino
  • Set theory, math education
• Lubarsky, Robert — Florida Atlantic University
• Lücke, Philipp — University of Bonn
  • Set theory and applications of set theory in algebra

– M –

• Magidor, Menachem — Hebrew University
• Makai jr., Endre, — Hungarian Mathematics Institute
  • Convex geometry, discrete geometry, combinatorial geometry, set-theoretic topology
• Marcone, Alberto — University of Udine
  • Reverse mathematics, descriptive set theory, wqo and bqo theory
• Marks, Andrew — California Institute of Technology
  (moving to UCLA in 2015)
  • Recursion theory, set theory and related areas
• McAloon, Ken — Brooklyn College, CUNY
• Maté, Attila — Brooklyn College, CUNY
  • Set theory
• Matet, Pierre — Université de Caen
  • Logic and set theory
• Mauldin, R. Daniel — North Texas State University
  • Analysis, probability, descriptive set theory, chaos and dynamical systems
• Martin, Tony — UCLA
  • Logic, set theory, philosophy of mathematics
• Mathias, A. R. D. — Université de La Réunion — ardm@univ-reunion.fr, ardm@email.mathematik.uni-freiburg.de, ardm@dpmms.cam.ac.uk
  • Set theory, axiomatics, dynamics, number theory, sociology of mathematics
• McAloon, Kenneth — Brooklyn College, CUNY
  • Logic and computer science
• McKenney, Paul — Miami University of Ohio
• Mendelson, Elliott (retired) — Queens College, CUNY
  • Logic and set theory
• Merimovich, Carmi — Tel-Aviv Academic College
  • Set theory, especially forcing and extenders
• Michalewski, Henryk — U Warsaw
  • general topology, descriptive set theory, abstract functional analysis
• Mijares, Jose (Goyo) — University of Denver
  • Set theory, Ramsey theory, Topological Dynamics, Combinatorics, Functional Analysis
• Mildenberger, Heike — U Freiburg
  • set theory, infinite combinatorics
• Miller, Arnold W. — University of Wisconsin, Madison
  • set theory, especially independence and consistency results in axiomatic set theory using the method of forcing
• Miller, Benjamin — University of Muenster
  • Descriptive set theory
• Miller, Sheila — New York City College of Technology
• Minami, Hiroaki — U Vienna
  • Set theory, forcing, cardinal characteristics
• Mitchell, William J. — University of Florida
  • Logic and set theory
• Matrai, Tamas
  • Set theory
• Miyamoto, Tadatoshi — Nanzan University miyamoto@iq.nanzan-u.ac.jp
• Mlcek, Josef — Karls Universitat, Prague
  • Set theory, nonstandard models
• Monk, Don — University of Colorado
  • Logic, Boolean Algebra, especially set theoretic and logical aspects
• Montenegro, Carlos — Universidad de los Andes, Bogatá
  • Set theory, combinatorics, computer-aided instruction
• Moore, Justin Tatch — Cornell University
  • Set theory, Ramsey theory of infinite sets
• Morgan, Charles — University of East Anglia, UK
• Moschovakis, Yiannis — UCLA and University of Athens
  • Descriptive set theory, theory of algorithms
• Mota, Miguel — University of Toronto
  • Set theory
• Motto Ros, Luca — U Freiburg
  • set theory, descriptive set theory, Wadge theory, AD, analytic equivalence relations and quasi-orders
• Mycielski, Jan — University of Colorado
  • Logic and foundations, math problems concerning the brain, games with perfect info, topological and general algebra

– NO –

• Nagy, Zsigmond — Hungarian Mathematics Institute
  • Set-theoretic topology, graph theory
• Neeman, Itay — UCLA
  • Mathematical logic, set theory
• Nguyen Van Thé, Lionel — Université d’Aix-Marseille
  • Set theory and dynamics
• Nowik, Andrzej — University of Gdansk
  • Set Theory of the real line
• Nyikos, Peter — University of South Carolina
  • Point-set topology and applications of special axioms of set theory

– PQ –

• Paris, Jeff — University of Manchester
  • Mathematical logic, in particular uncertain reasoning
• Pawlikowski, Janusz —University of Wroclaw
• Perovic, Zikica — MiraCosta College
• Plebanek, Grezgorz — University of Wroclaw
  • Measure theory, set-theoretic topology and analysis
• Pohlers, Wolfram — WWU Muenster
  • Recursion theory, set theory, proof theory
• Pouzet, Maurice — Université Claude Bernard, Lyons 1
  • Order, relations, combinatorics, both finite and infinite
• Pretorius, Lou — University of Pretoria
  • Ramsey theory, discrete mathematics, combinatorics, algebra, cryptography
• Prikry, Karel — University of Minnesota
  • Set theory

– R –

• Ramsamujh, Taje — Florida International U
  • Descriptive Set Theory and its applications to Analysis.
• Raghavan, Dilip — National University of Singapore
  • Mathematical logic, set theory and general topology
• Rathjen, Michael — Leeds University and Ohio State
  • proof theory, constructive set theory, type theory
• Reclaw, Ireneusz — University of Gdansk
  • Set Theory of the real line (with applications to real analysis, measure theory, topology)
• Richter, Wayne — University of Minnesota
  • Recursion theory, set theory
• Rinot, Asaf — Bar-Ilan University
  • Set theory and foundations of mathematics, especially infinitary combinatorics (partition relations, singular cardinal combinatorics) and set theoretic topology
• Roitman, Judith — University of Kansas
  • Set theory applied to topology and Boolean algebras
• Rojas-Rebolledo, Diego — UNAM in Chiapis
  • Set theory
• Rosendal, Christian — University of Illinois at Chicago
  • Set theory and functional analysis
• Roslanowski, Andrzej — University of Nebraska, Omaha
  • Set theory, especially set theory of the reals
• Rubin, Matatyahu – Ben Gurion University
  • Model theory, set theory, general topology
• Rudominer, Mitch — was at Florida International U, now in San Francisco Bay Area
  • Set theory

– Sa –

• Sabok, Marcin —
  • Set theory and functional analysis
• Sacks, Gerald E. — Harvard University and MIT
  • Logic, recursion theory, computational set theory
• Sageev, Gershon — SUNY Buffalo
  • Set theory: infinite combinatorics, models, forcing, applications
• 
  Sargsyan, Grigor —Rutgers University
  • Logic, set theory
• Sakai, Hiroshi — Kobe University
  • Set theory, large cardinals, combinatorics
• Sanchis, Luis E. — Syracuse University (EE and CIS)
• Sauer, Norbert — University of Calgary
  • Set theory, universal algebra, graph theory, Ramsey theory
• Schechter, Eric — Vanderbilt
  • Nonlinear Initial Value Problems, Functional Analysis, The Axiom of Choice and Weak Forms of Choice, Nonclassical Logics.
• Scheepers, Marion — Boise State University
  • Set theory, game theory, cryptology, elementary number theory, algorithmic phenomena in biology
• Schimmerling, Ernest — Carnegie Mellon
  • Logic and Set Theory
• Schindler, Ralf — University of Muenster
  • Set theory
• Schlicht, Philipp — University of Bonn
  • Applications of inner model theory to descriptive set theory, large cardinals, Borel and computable reducibility, Borel and computable structures, and universality
• Schlindwein, Chaz — Lander University
  • Set theory, forcing, Aronszajn trees
• Schlutzenberger, FarmerSchlutzenberger, Farmer — University of North Texas
  • Set theory, inner model theory and fine structure
• Scott, Dana — Carnegie Mellon
• Seabold, Daniel — Hofstra University
  • Set theory, large cardinals, strong combinatorial propositions on small uncountable cardinals
• Sgall, Jiri — Academy of Sciences of Czech Republic
  • Complexity and combinatorics, On-line algorithms, DNA computations, alternative set theory
• Shakhmatov, Dmitri — Ehime University
  • Applied topology, topological algebra, set-theoretic topology, general topology
• Shelah, Saharon — Hebrew University
• Shioya, Masahiro — University of Tsukuba
  • Mathematical logic, set theory
• Shore, Richard — Cornell
  • Mathematical logic, recursion theory, set theory
• Shi, Niandong — East Stroudsberg University
  • Model theory and graph theory

– Si –

• Simms, John — Marquette University
  • Logic, set theory, foundations of mathematics
• Simon, Petr — Charles University, Prague
  • Boolean algebras
• Sinapova, Dima — University of Illinois at Chicago
  • Mathematical logic and set theory, especially singular cardinal combinatorics, and relative consistency in the context of large cardinals and forcing
• Sokic, Miodrag —Cal Tech
  • Ramsey theory, set theory, topological dynamics, combinatorics, logic
• Solecki, Slawomir — University of Illinois, Urbana-Champaign
  • Set theory, applications of descriptive set theory to topology and analysis
• Unger, Spencer — UCLA
  • Set theory
• Solovay, Robert M. —
• Soukup, Lajos — Mathematical Institute of the Hungarian Academy of Sciences
  • Set-theoretic topology, set theory
• Spinas, Otmar — C-A-U Kiel
  • Set theory, descriptive set theory
• Stanley, Adrienne N. — University of Northern Iowa
  • Set theoretic topology, set theory
• Stanley, Lee J. — Lehigh University
  • Set theory, mathematical logic
• Stanley, Maurice C. (Mack) — San Jose State University
• Stark, W. Richard — University of South Florida
• Stavrova, Dimitrina — Steel, John — UC Berkeley
  • Set theory, descriptive set theory, fine structure
• Steffens, Karsten — Universität Hannover
  • Set theory, infinite combinatorics
• Steprans, Juris — York University
  • Set theoretic topology
• Stern, Jacques — Ecole Normal Supérieure
• Suzuki, Akira — Kobe U
  • Groebner bases, boolean-valued design theory, set theory
• Swanepol, Chris — University of South Africa
• Szeptycki, Paul — York University
  • Set theoretic topology
• Szyszkowski, Marcin — University of Gdansk
  • Real analysis, applications of set theory in real analysis, and combinatorics

– TUVW –

• Takahashi, Makoto — Kobe U (Human Development)
  • Mathematical logic, set theoretic topology, infinite Boolean algebras
• Taylor, Alan — Union College
  • Set theory, logic, simple games, social choice, mathematical political science
• Taylor, Paul
  • Astract Stone duality, intuitionistic ordinals, synthetic, stable and continuous domain theory
• Thomas, Simon — Rutgers University
  • Set theory and infinite permutation groups
• Thompson, Katie — Technical University of Vienna
  • Set theory and mathematical logic
• Todorcevic, Stevo — CNRS, Paris, University of Toronto,
  • Set theory, combinatorics, topology
• Trang, Nam — Carnegie Mellon
• Truss, J.K. — Leeds University
  • axiomatic set theory, model theory, infinite permutation groups
• Tsaban, Boaz — Bar-Ilan University
  • Infinite combinatorial topology and set theory, and mathematical logic
• Tserunyan, Anush — Univeristy of Illinois, Urbana-Champaign
  • Descriptive set theory
• Uzcategui, Carlos — University of Los Andes, Mérida
  • Descriptive set theory and its applications to analysis and topology, non-monotonic logic and theory of representation of knowledge, discrete mathematics
• Vaananen, Jouko — University of Helsinki
  • Set theory, especially infinitary combinatorics, model theory, especially generalized quantifiers, infinitary logic and abstract model theory, and finite model theory
• Vaughan, Jerry E. — U North Carolina, Greensboro
  • Set-theoretic Topology, General Topology, Set Theory and Logic, Functional Analysis
• Velickovic, Boban — Université Denis Diderot, Paris
• Velleman, Daniel J. — Amherst College
  • Set theory
• Viale, Matteo — University of Torino
  • Set theory, forcing axioms, large cardinals and singular cardinal combinatorics
• Villaveces, Andres — Universidad Nacional de Colombia
  • Logic, set theory, model theory, game theory, semantics and study of information, phenomenology and its applications
• Villegas-Silva, Luis Miguel — Universidad Autónoma Metropolitana, Iztapalapa
  • Fine structure, model theory and core model theory
• Vojtas, Peter — University of P.J.Safarik
  • Logic, in particular in set theory; also real analysis, general topology and theoretical computer science
• Vopenka, Petr — Karls Universitat, Prague
  • Set theory
• Wadge, Bill — University of Victoria
• Wagon, Stan — Macalester College
• Walczak-Typke, Agatha — The Helsinki Logic Group
  • Model theory, set theory and algebra
• Watson, Stephen — York University
  • Set-theoretic topology
• Weese, Martin — Universität Potsdam
  • Set theoretic topology, boolean algebras
• Weiss, Tomasz — Insitute of Mathematics and Phyics, Akademia Podlaska, Siedlce, Poland
• Weiss, W. — University of Toronto
  • Set theory, set-theoretic topology
• Welch, Philip — University of Bristol
  • Set theory, fine structure and core models,
    Problems concerning determinancy, large cardinals and strong axioms of infinity
• Williams, Scott — SUNY, Buffalo
  • Topology, Set Theory, Dynamics
• Wilson, Trevor — UC Irvine
  • Logic and foundations
• Witzany, Jiri
• Wylie, Dorshka — Brooklyn Community College
  • Set theory, large cardinals, inner models
• Wojciechowski, Jerzy — U West Virginia
  • Graph theory, combinatorics
• Woodin, W. Hugh — UC Berkeley (moving to Harvard in January 2015)
  • Set theory, large cardinals

– XYZ –

• Yatabe, Shunsuke — Kobe University
  • Set theory and truth theory within many-valued logic
• Yorioka, Teruyuki — Shizuoka U
  • Set theory of the reals
• Yoshinobu, Yasuo — Nagoya University
• Zakrzewski, Piotr — Institute of Mathematics, University of Warsaw
  • Set theory and its applications in measure theory and topology.
• Zdomskyy, Lyubomyr — U Vienna
  • Set theory
• Zhang, Shugao — Sichuan University, Chengdu
  • Mathematical logic, set theory
• Zhang, Yi — Sun Yat Sen University, Guangzhou
  • Set theory, infinite permutation group theory, set theoretical topology and combinatorics
• Zapletal, Jindrich — University of Florida
  • Set theory
• Zarach, Andrzej — East Stroudsberg University
  • Set theory
• Zeman, Martin — UC Irvine
• Zoble, Stuart — High 5 Games, New Jersey

For further information, contact J. Larson at jal at ufl dot edu;
last change December 6, 2013