Research grants


1. GAV 1/1467/94
Project title: Functional completeness properties and topological representation theories for
                   various algebraic models of non-classical logics.

2. VEGA 1/4057/97
Project title: Investigation of affine completeness, affine completions and endoprimality
                   for algebraic models of non-classical logics. Aplications of categorial and
                   topological methods of Natural duality theory in this research.

3. FKFP 1279/1997 (Hungarian Research Grant Agency)
Project title: Nurturing and developing the work of the lattice theory group in Szeged.

4. VEGA 1/7490/20
Project title: Dualisability of finite algebras approached via clone theory. Application of
                   effective natural dualitites in exploring which finite algebraic models of non-
                   classical logics are endoprimal and describing free algebras in varieties of
                   orthomodular lattices.

5. ARC 12953/11157 (Australian Research Council, Small Research Grant Scheme)
Project title: Natural dualitites for unary algebras.

6. PF UMB-VEDA 2/2002
Project title: Plné a silné duality (In Slovak).
7. VEGA 1/0267/03
Project title: Construction of new categorical dualities by
modifying and transferring the
                   existing natural dualities.

8. APVT-51-012502
Project title:
Representations of discrete structures with applications.

9. VEGA 1/3026/06
Project title: Full and strong dualities and the Full versus Strong Problem in the theory of natural dualities.

10. APVV-51-009605
Project title:
Discrete structures in Algebra and Geometry.

11. VEGA 1/0485/09
Project title: Canonical extensions of lattice-ordered algebras, dualities and colourings.
12. APVV-0223-10
Project title: Algebraic, topological and combinatorial methods in discrete

13. EÚ-ITMS 26110230082
Project title: Mobility - podpora vedy, výskumu a vzdelávania na UMB.
ITMS kód projektu: 26110230082
Číslo zmluvy:      018/2012/1.2/OPV

14. VEGA 1/0212/13


Project title: Natural dualities and canonical extensions of algebras.


15. VEGA 1/0337/16


Project title: Natural dualities: piggyback constructions, Bohr compactifications and representations of lattice-ordered algebras.

                                                    Educational grants

1. OCHS 2003 (Oxford Colleges Hospitality Scheme)
Project title: Preparation of two algebraic lecture courses in English

2. 112318-CP-1-2003-1-IT-COMENIUS-C21
Project title: LOSSTT–IN–MATH (LOwer Secondary School Teacher Training IN MATHematics)

3. KEGA 3/4149/06
Project title: Tvorba elektronických kurzov z matematiky (in Slovak)

4. KEGA 018UMB-4/2018
Project title: Koučovací prístup ako nová forma rozvoja kritického myslenia študentov vo vysokoškolskom vzdelávaní (in Slovak)

                                                        Travel grants

1. Travel grant of Jesus College Oxford (June 1994)

2. Travel grant of International Congress of Mathematicians (ICM)
to take part in ICM in Zurich (August 1994)

3. Ian Potter Foundation Travel Grant
to take part in First Southern African Summer School and Workshop on Logic, Universal
Algebra and Theoretical Computer Science, Johannesburg (November 30-December 13, 1999)

4. Travel grant of International Congress of Mathematicians (ICM) 
to take part in ICM in Beijing (China) (August 2002)