Name and surname:
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doc. RNDr. Dušan Guller, PhD.
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Document type:
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Research/art/teacher profile of a person
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The name of the university:
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Comenius University Bratislava
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The seat of the university:
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Šafárikovo námestie 6, 818 06 Bratislava
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III.a - Occupation-position | III.b - Institution | III.c - Duration |
---|---|---|
Assistant, associate professor | Faculty of Mathematics, Physics and Informatics, Comenius University in Bratislava | 1994 - present |
IV.a - Activity description, course name, other | IV.b - Name of the institution | IV.c - Year |
---|---|---|
English | Faculty of Mathematics and Physics, Comenius University | 1994 |
V.1.a - Name of the profile course | V.1.b - Study programme | V.1.c - Degree | V.1.d - Field of study |
---|---|---|---|
Expert systems | Applied Informatics | I | Computer Science |
Computational fuzzy logic, modeling and systems | Applied Informatics | II | Computer Science |
V.2.a - Name of the study programme | V.2.b - Degree | V.2.c - Field of study |
---|---|---|
Applied Informatics | I | Computer Science |
Applied Informatics | II | Computer Science |
Dušan Guller, Automated deduction in Gödel logic, ACM Transactions on Computational Logic. - Roč. 19, č. 3 (2018), s. 1-75, Art. No. 18 2018
Dušan Guller, Hyperresolution for Godel logic with truth constants, Fuzzy Sets and Systems. - č. 363 (2019), s. 1-65 2019
Dušan Guller, Technical foundations of a DPLL-based SAT solver for propositional Gödel logic, IEEE Transactions on Fuzzy Systems. - Roč. 26, č. 1 (2018), s. 84-100 2018
Dušan Guller, On the refutational completeness of signed binary resolution and hyperresolution, Fuzzy
Sets and Systems. - vol. 160, no. 8, (2009), s. 1162-1176 2009
Dušan Guller, Binary resolution over complete residuated Stone lattices, Fuzzy Sets and Systems. - vol. 159, no. 9, (2008), s. 1031-1041 2008
Dušan Guller, Automated deduction in Gödel logic, ACM Transactions on Computational Logic. - Roč. 19, č. 3 (2018), s. 1-75, Art. No. 18 2018
Dušan Guller, Hyperresolution for Godel logic with truth constants, Fuzzy Sets and Systems. - č. 363 (2019), s. 1-65 2019
Dušan Guller, Technical foundations of a DPLL-based SAT solver for propositional Gödel logic, IEEE Transactions on Fuzzy Systems. - Roč. 26, č. 1 (2018), s. 84-100 2018
Dušan Guller, Expanding Gödel logic with truth constants and the equality, strict order, delta operators, Studies in Computational Intelligence, vol. 669, s. 241-269 2017
Dušan Guller, Hyperresolution for propositional product logic with truth constants, Studies in Computational Intelligence, vol. 792, s. 197-220 2019
VI.2.4, Borgwardt, S., Peñaloza, R. Xu, Y., Liu, J., He, X., Zhong, X., Chen, S. Non-clausal multi-ary α-generalized resolution calculus for a finite lattice-valued logic (2018) International Journal of Computational Intelligence Systems, 11 (1), pp. 384-401.
VI.2.5, Zhong, X., Xu, Y., Liu, J., Chen, S.General form of α-resolution principle for linguistic truth-valued lattice-valued logic(2012) Soft Computing, 16 (10), pp. 1767-1781.
VI.2.5, Xu, Y., Liu, J., Zhong, X., Chen, S. Multiary α-resolution principle for a lattice-valued logic (2013) IEEE Transactions on Fuzzy Systems, 21 (5), art. no. 6392247, pp. 898-912.
VI.2.5, Xu, Y., Liu, J., Ruan, D., Li, X. Determination of α-resolution in lattice-valued first-order logic LF(X) (2011) Information Sciences, 181 (10), pp. 1836-1862.
VI.2.5, Xu, Y., Liu, J., He, X., Zhong, X., Chen, S. Non-clausal multi-ary α-generalized resolution calculus for a finite lattice-valued logic (2018) International Journal of Computational Intelligence Systems, 11 (1), pp. 384-401.
Dušan Guller, Fuzzy Expert Systems, VEGA 1/0592/14 (2014-2016), project leader (commendation for project solution)
Award of the best article for Dušan Guller at international conferences: International Joint Conference on Computational Intelligence (for part of FCTA) in 2013, 2015, 2016