MONDAY 10.10-11.00: Plenary lecture: Kiss, TBA 11.10-11.40 COFFEE BREAK 11.40-12.00 Section L: Radeleczki, Maeda type decomposition for algebraic CJ lattices Section U: Gumm, Characterizing covarieties 12.10-12.30 Section L: Chajda, Local regularity of congruences Section U: Niederkorn, Free algebras in finitely generated varieties of MV-algebras 12.35-15.00 LUNCH BREAK 12.30-14.00 Additional registration (for those coming later) 15.00-15.50 Plenary lecture: Willard, Extending Baker's Theorem 15.55-16.20 COFFEE BREAK 16.20-16.40 Section L: Tuma, On simultaneous representations of lattices Section U: Quackenbush, Varieties of binary codes 16.50-17.10 Section L: Beran, On lattice meanders Section U: Sayed Ahmed, Amalgamation in algebras of logic 17.20-17.40 Section L: Madarasz, Some new results about power algebra Section U: Agliano, Idempotent discriminators ________________________________________________________________________________ TUESDAY 09.00-09.50 Plenary lecture: Davey, Dualisability of unary algebras: the highs and lows 10.00-10.20 Section L: Czedli, Two minimal clones whose join is gigantic Section U: Haviar, A criterion for a finite endoprimal algebra to be endodualisable 10.25-11.00 COFFEE BREAK 11.00-11.20 Section L: Fried, Are tournaments non-finitely based? Section U: Poschel, An old problem concerning locally invertible transformation monoids is solved 11.30-11.50 Section L: Horiuchi, Introduction of trice Section U: Rossiger, Modal logic for coalgebras 12.00-12.20 Section L: Machida, Hyperclones over the base set {0,1} Section U: Pixley, Principle arithmetical varieties 12.25-15.00 LUNCH BREAK 12.30-12.45 PHOTO 12.45-13.45 Additional registration (for those coming late) 15.00-15.50 Plenary lecture: Gratzer, Tensor products and transferability of semilattices 15.55-16.20 COFFEE BREAK 16.20-16.40 Section L: Freese (with Jezek and Nation), Classification of Big Lattices Section U: Berman, Counting finite algebras in a variety. Part I 16.50-17.10 Section L: Burmeister, Some recent results on orthomodular partial algebras Section U: Idziak, Counting finite algebras in a variety. Part II 19.00- BANQUET AT THE TOWN HALL ________________________________________________________________________________________ WEDNESDAY 10.00-10.20 Section L: Schmidt, Regular lattices Section U: Ensor, Algebras with a compatible binary function 10.25-11.00 COFFEE BREAK 11.00-11.20 Section L: Cirulis, Overriding operation in nearlattices Section U: Szabo, TBA 11.30-12.20 Plenary lecture: Wehrung, Box products 12.25-15.00 LUNCH BREAK 15.00- EXCURSION + PROBLEM SESSION ________________________________________________________________________________________ THURSDAY 09.00-09.50 Plenary lecture: Herrmann, Equational theory of modular ortholattices 10.00-10.20 Section L: Movsisyan, Regular hyperidentities of Boolean algebras Section U: Bogdanovic, Idempotent compositions of algebras 10.25-11.00 COFFEE BREAK 11.00-11.20 Section L: Serfati, Post algebras and lattices of partitions Section U: Seselja, Lattice of subalgebras associated to a congruence 11.30-11.50 Section L: Ciric, The structure of the weak congruence lattice Section U: Tepavcevic, On Sigma-Hamiltonian algebras 12.00-12.20 Section L: Lipparini, Meets of joins in modular varieties Section U: Lampe, More on dualizability and graph algebras 12.25-15.00 LUNCH BREAK 15.00-15.50 Plenary lecture: McKenzie, TBA 15.55-16.20 COFFEE BREAK 16.20-16.40 Section L: Farley, Functions on distributive lattices with the congruence substitution property: some problems of Gratzer Section U: Vernikov, A classification of identities implying the modular law in lattices of nilsemigroup varieties 16.50-17.10 Section L: Ouwehand, The amalgamation classes of small lattice varieties Section U: Wood, TBA 17.20-17.40 Section L: Jenner, Absolute retracts in finitely generated congruence distributive varieties. Section U: Pinus, Application of conditional terms ________________________________________________________________________________________ FRIDAY 09.00-09.50 Plenary lecture: Valeriote, Residually Small Equational Classes 10.00-10.20 Section L: Koubek (with Sichler), On almost universal varieties of modular lattices Section U: Kaarli, A new characterization of arithmeticity 10.25-11.00 COFFEE BREAK 11.00-11.20 Section L: David, Ideals of quasi-ordered sets Section U: 11.30-11.50 Section L: Redi, Sublattices in a lattice of two-based clones Section U: Krapez, Rectangular loops