Conference on
Universal Algebra and Lattice Theory

Szeged, Hungary, June 21–25, 2012

List of participants

Name Affiliation Country Abstract, presentation
Kira Adaricheva Yeshiva University USA Effective bases of finite closure systems presentation
Libor Barto McMaster University
Charles University
Canada
Czech Republic
The Valeriote conjecture presentation
Mike Behrisch Technische Universität Dresden Germany Characterising Categorical Equivalence of Finite Semigroups presentation
Clifford Bergman Iowa State University USA Fully Invariant and Verbal Congruences presentation
Norbert Bogya University of Szeged Hungary
Simion Breaz Babes-Bolyai University Romania Direct products and homomorphisms presentation
Jakub Bulín Charles University Czech Republic Algebraic reduction of CSP to digraphs presentation
Miguel Campercholi Universidad Nacional de Cordoba Argentina Implicit definition of the quaternary discriminator presentation
Ivan Chajda Palacky University Czech Republic Tolerance factorable varieties and four ways Béla Csákány influenced their study presentation
Jelena Čolić University of Novi Sad Serbia On the lattice of clones of incompletely specified operations presentation
Béla Csákány University of Szeged Hungary
Gábor Czédli University of Szeged Hungary Tolerance factorable varieties and four ways Béla Csákány influenced their study presentation
Congruence preimages of tolerances and four ways Béla Csákány influenced their study presentation
On The Number Of Slim Semimodular Lattices presentation
Tamás Dékány University of Szeged Hungary On The Number Of Slim Semimodular Lattices presentation
Dejan Delić Ryerson University Canada
Miklós Dormán University of Szeged Hungary
Marcel Erné Leibniz University Hannover Germany Screens - a missing link between lattices and finite posets
Stephan Foldes Tampere University of Technology Finland Remarks on chains and antichains presentation
Ralph Freese University of Hawaii USA Maltsev Conditions presentation
Reiner Fritzsche formerly U Halle (now retired) Germany
Ewa Graczyńska Opole University of Technology (in a process) Poland Dependence spaces presentation
George Grätzer University of Manitoba Canada Sectionally Complemented Lattices presentation
Joanna Grygiel Jan Długosz University Poland On the tolerance lattice of tolerance factors I presentation
Lattices being blocks of skeleton tolerances presentation
Katarzyna Grygiel Jagiellonian University Poland Lattices being blocks of skeleton tolerances presentation
Lankun Guo Hunan University China
Gergő Gyenizse University of Szeged Hungary
Radomír Halaą Palacky University Czech Republic Tolerance factorable varieties and four ways Béla Csákány influenced their study presentation
Miklós Hartmann University of York
University of Szeged
United Kingdom
Hungary
On axiomatisability questions about monoid acts presentation
Eszter K. Horváth University of Szeged Hungary
Gábor Horváth University of Debrecen
Johannes Kepler University
Hungary
Austria
Solving functional equations with algebra presentation
Jelena Jovanović University of Belgrade Serbia Strong Malcev conditions implying congruence meet-semidistributivity presentation
Kamilla Kátai-Urbán University of Szeged Hungary
Alexandr Kazda Charles University Czech Republic Absorption and reflexive digraphs presentation
Keith Kearnes University of Colorado USA
Paula Kemp Missouri State University USA
Emil W. Kiss Eötvös Loránd University Hungary Congruence preimages of tolerances and four ways Béla Csákány influenced their study presentation
Lajos Klukovits University of Szeged Hungary
Jacek Krzaczkowski Maria Curie Sklodowska University Poland
Ádám Kunos University of Szeged Hungary
Wolfgang Leeb Johannes Kepler University Austria
Hajime Machida ICU Japan Minimal Clones and Maximal Centralizing Monoids presentation
Rozália Madarász University of Novi Sad Serbia
Laszlo Major Tampere University of Technology Finland On the unimodality of rank numbers in face lattices of certain polytopes presentation
László Márki Alfréd Rényi Institute of Mathematics Hungary
Petar Marković University of Novi Sad Serbia
Miklós Maróti University of Szeged Hungary
Ralph McKenzie Vanderbilt University USA Malcev families of quasivarieties closed under join or Malcev product
George McNulty University of South Carolina USA The minimal variety problem is NP-hard presentation
László Megyesi University of Szeged Hungary
Slavko Moconja University of Belgrade Serbia
Ildikó Nagy Hungary
Anvar Nurakunov Kyrgyz Academy of Sciences
Eurasian National University
Kyrgyzstan
Kazakhstan
Remark on axiomatizable classes closed under subdirect products presentation
Jakub Oprąal Charles University Czech Republic
László Ozsvárt University of Szeged Hungary On The Number Of Slim Semimodular Lattices presentation
Péter P. Pálfy Alfréd Rényi Institute of Mathematics Hungary
Jovanka Pantović University of Novi Sad Serbia
Cosmin Pelea Babes-Bolyai University Romania Term functions in multialgebra theory presentation
Agata Pilitowska Warsaw University of Technology Poland Semilattice ordered algebras II - the lattice of subvarieties presentation
Miroslav Ploąčica Slovak Academy of Sciences Slovakia Congruence FD-maximal varieties presentation
András Pongrácz Central European University Hungary A new operation on finite partially ordered sets inherited from the random poset presentation
Alexander Popovich Ural Federal University Russia Representation of distributive spatial lattices by congruence lattices of groupoids presentation
Reinhard Pöschel Technische Universität Dresden Germany Clones and Galois connections
Sándor Radeleczki University of Miskolc Hungary On the tolerance lattice of tolerance factors II presentation
Duąan Radičanin University of Novi Sad Serbia
Frederik Renetseder Saxinger Johannes Kepler University Austria
Anna Romanowska Warsaw University of Technology Poland Algebraic closure of generalized convex sets presentation
Karsten Schölzel University of Luxembourg Luxembourg The minimal clones generated by semiprojections on a four-element set presentation
Branimir ©eąelja University of Novi Sad Serbia Lattice-valued identities and equational classes presentation
Benedek Skublics University of Szeged Hungary
Vanja Stepanović University of Belgrade Serbia On derived weak congruence representability presentation
Michał Stronkowski Warsaw University of Technology Poland Embedding entropic algebras into modules presentation
Csaba Szabó Eötvös Loránd University Hungary A new operation on finite partially ordered sets inherited from the random poset presentation
László Szabó University of Szeged Hungary
Nóra Szakács University of Szeged Hungary On The Number Of Slim Semimodular Lattices presentation
Zoltan Szekely University of Guam USA Equational complexity of graph algebras presentation
Ágnes Szendrei University of Colorado
University of Szeged
USA
Hungary
Clones with finitely many relative R-classes presentation
Mária B. Szendrei University of Szeged Hungary
Andreja Tepavčević University of Novi Sad Serbia
Balázs Udvari University of Szeged Hungary On The Number Of Slim Semimodular Lattices presentation
Edith M. Vargas García Universidad Autónoma de la Ciudad de México México Which maximal clones can be maximal C-clones. presentation
Tamás Waldhauser University of Szeged Hungary
Ross Willard University of Waterloo Canada Proving inconsistency: towards a better Maltsev CSP algorithm presentation
Russ Woodroofe Washington University in St. Louis USA Modular and maximal chains in the subgroup lattice of a finite group presentation
László Zádori University of Szeged Hungary
Anna Zamojska-Dzienio Warsaw University of Technology Poland Semilattice ordered algebras I - free algebras presentation
Dmitriy Zhuk Moscow State University Russia On the lattice of clones on three elements presentation