| Nimi/ Name | Asutus/ Institution | Teema/ Topic |
| Mart Abel | University of Tartu | |
| Mati Abel | University of Tartu | |
| Janis Cirulis | University of Latvia | Orthonearsemilattices: examples and some structure theorems |
| Jouni Järvinen | Turku | Nelson algebras of rough sets |
| Kalle Kaarli | University of Tartu | |
| Wen-Fong Ke | National Cheng Kung University | Number of solutions of some diagonal equations over finite fields |
| Oleg Košik | University of Tartu | Some categorical equivalences of algebras |
| Valdis Laan | University of Tartu | Congruences of strongly Morita equivalent posemigroups |
| Nebojša Mudrinski | Johannes Kepler University of Linz | Congruence uniform Mal'cev algebras and expanded quasigroups |
| Riivo Must | AK Süsteemid OÜ | |
| Kateryna Pavlyk | University of Tartu | Topological generalized Bruck-Reilly extensions |
| Reyna Maria Perez Tiscareno | University of Tartu | On topological LF-algebras |
| Peeter Puusemp | University of Tartu | |
| Peeter Puusemp | Tallinn University of Technology | On endomorphisms and endomorphism semigroups of semigroups |
| Piret Puusemp | Tallinn University of Technology | |
| Ellen Redi | Tallinn University | |
| Nasir Sohail | University of Tartu | Representation extension and amalgamation in pomonoids |
| Jenő Szigeti | University of Miskolc | Which self maps appear as lattice endomorphisms? |
| Tatjana Tamberg | Tallinn University, Tallinn University of Technology | Some classes of finite 2-groups and their endomorphism semigroups |
| Paul Tammo | University of Tartu | Closed maximal ideals in topological algebras |
| Lauri Tart | University of Tartu | On Morita equivalence of posemigroups |
| Laur Tooming | University of Tartu | |
| Tarmo Uustalu | Institute of Cybernetics at Tallinn University of Technology | Composing directed containers: distributive law based composition of monoid-like comonads is like Zappa-Szép product |
| Gerhard Wendt | Johannes Kepler University of Linz | 0-primitive near-rings |
| Pasha Zusmanovich | Tallinn University of Technology | On Shirshov bases of graded algebras |