Chapters in monographs:
[1] Klement E., Mesiar R., Mesiarova-Zemankova A., Saminger S., Logical connectives for granular computing, in: Wiley, Chichester, 2008, pp. 205-224.
Scientific journals:
[1] Agahi H., Mesiar R., Ouyang Y., General Minkowski type inequalities for Sugeno integrals, FUZZY SET SYST 161 (2010) 708-715.
[2] Agahi H., Mesiar R., Ouyang Y., New general extensions of Chebyshev type inequalities for Sugeno integrals, INT J APPROX REASON Neuveden (2009) 135-140.
[3] Bacigál T., Mesiar R., Najjari V., Generators of copulas and aggregation, INFORM SCIENCES Neuveden (2015) 81-87.
[4] Bacigál T., Najjari V., Mesiar R., Bal H., Additive generators of copulas, FUZZY SET SYST Neuveden (2015) 42-50.
[5] Bronevich A., Mesiar R., Invariant continuous aggregation functions, INT J GEN SYST 2 (2010) 177-188.
[6] Bustince H., De Baets B., Fernandez J., Mesiar R., Montero J., A generalization of the migrativity property of aggregation functions, INFORM SCIENCES 191 (2012) 76-85.
[7] Bustince H., Fernandez J., Kolesárová A., Mesiar R., Directional monotonicity of fusion functions, EUR J OPER RES Neuveden (2015) 300-308.
[8] Bustince H., Fernandez J., Sanz J., Baczynski M., Mesiar R., Construction of strong equality index from implication operators, FUZZY SET SYST 211 (2013) 15-33.
[9] Bustince H., Jurio A., Pradera A., Mesiar R., Beliakov G., Generalization of the weighted voting method using penalty functions constructed via faithful restricted dissimilarity functions, EUR J OPER RES 225 (2013) 472-478.
[10] Cayli G. D., Karacal F., Mesiar R., On a new class of uninorms on bounded lattices, INFORM SCIENCES 367/368 (2016) 221-231.
[11] Cena A., Gagolewski M., Mesiar R., Problems and challenges of information resourcesproducers? clustering, J INFORMETR 9 (2015) 273-284.
[12] Cintula P., Klement E., Mesiar R., Navara M., Fuzzy logics with an additional involutive negation, FUZZY SET SYST Neuveden (2010) 390-411.
[13] Cintula P., Klement E., Mesiar R., Navara M., Residuated logics based on strict triangular norms with an involutive negation, Math. Logic Quarterly 6 (2006) 269-282.
[14] De Baets B., De Meyer H., Kalicka J., Mesiar R., On the relationship between modular functions and copulas, FUZZY SET SYST Neuveden (2015) 110-126.
[15] De Baets B., De Meyer H., Mesiar R., Binary survival aggregation functions, FUZZY SET SYST Neuveden (2012) 83-102.
[16] De Baets B., De Meyer H., Mesiar R., Lipschitz continuity of copulas wrt Lp-norms, NONLINEAR ANAL-THEOR 72 (2010) 3722-3731.
[17] De Baets B., Demeyer H., Mesiar R., Asymmetric semilinear copulas, Kybernetika 43 (2007) 221-233.
[18] Debaets B., Demeyer H., Kalicka J., Mesiar R., Flipping and cyclic shifting of binary aggregation functions, Fuzzy Sets and Systems Neuveden (2009) 752-765.
[19] Debaets B., Demeyer H., Mesiar R., Piecewise linear aggregation functions based on triangulation, INFORM SCIENCES Neuveden (2011) 466-478.
[20] Durante F., Klement E., Mesiar R., Sempi C., Conjunctors and their residual implicators: characterizations and construction methods, Mediterranian Journal of Mathematics 4 (2007) 343-356.
[21] Durante F., Mesiar R., Papini P. L., The lattice-theoretic structure of the sets of triangular norms and semi-copulas, NONLINEAR ANAL-THEOR 69 (2008) 46-52.
[22] Dutta B., Guha D., Mesiar R., A Model Based on Linguistic 2-Tuples for Dealing With Heterogeneous Relationship Among Attributes in Multi-expert Decision Making, IEEE T FUZZY SYST Neuveden (2015) 1817-1831.
[23] ElZekey M., Medina J., Mesiar R., Lattice-based sums, INFORM SCIENCES 223 (2013) 270-284.
[24] ElZekey M., Novák V., Mesiar R., On good EQ-algebras, Fuzzy Sets and Systems 178 (2011) 1-23.
[25] Ertugrul U., Karacal F., Mesiar R., Characterization of Uninorms on Bounded Lattices, International Journal of Intelligent Systems 30 (2015) 807-817.
[26] Ertugrul U., Karacal F., Mesiar R., Modified Ordinal Sums of Triangular Norms and Triangular Conorms on Bounded Lattices, INT J INTELL SYST 30 (2015) 807-817.
[27] Fodor J., Klement E., Mesiar R., CROSS-MIGRATIVE TRIANGULAR NORMS, International Journal of Intelligent Systems Neuveden (2012) 411-428.
[28] Gagolewski M., Mesiar R., Aggregating different paper quality measures with a generalized h-index, J INFORMETR Neuveden (2012) 566-579.
[29] Gagolewski M., Mesiar R., Monotone measures and universal integrals in a uniform framework for the scientific impact assessment problem, INFORM SCIENCES Neuveden (2014) 166-174.
[30] Garcia-Jimenez S., Bustince H., Hullermeier E., Mesiar R., Pal N., Pradera A., Overlap Indices: Construction of and Application to Interpolative Fuzzy Systems, IEEE T FUZZY SYST 23 (2015) 1259-1273.
[31] Ghiselli Ricci R., Mesiar R., Mesiarova-Zemankova A., Lipschitz continuity of triangular subnorms, FUZZY SET SYST Neuveden (2014) 51-65.
[32] Ghiselli-Ricci R., Mesiar R., Multi-attribute aggregation operators, FUZZY SET SYST Neuveden (2011) 1-13.
[33] Ghiselli-Ricci R., Mesiar R., On the Lipschitz property of strict triangular norms, International Journal of General Systems 4 (2007) 127-146.
[34] Grabisch M., Marichal J., Mesiar R., Pap E., Aggregation functions: Construction methods, conjunctive, disjunctive and mixed classes, INFORM SCIENCES Neuveden (2011) 23-43.
[35] Grabisch M., Marichal J., Mesiar R., Pap E., Aggregation functions: Means, INFORM SCIENCES Neuveden (2011) 1-22.
[36] Greco S., Mesiar R., Rindone F., Bipolar semicopulas, FUZZY SET SYST Neuveden (2015) 141-148.
[37] Hájek P., Mesiar R., On copulas, quasicopulas and fuzzy logic, SOFT COMPUT Neuveden (2008) 1239-1243.
[38] Halaš R., Mesiar R., Pócs J., A new characterization of the discrete Sugeno integral, INFORM FUSION Neuveden (2016) 84-86.
[39] Halčinová L., Hutník O., Mesiar R., On some classes of distance distribution function-valued submeasures, NONLINEAR ANAL-THEOR Neuveden (2011) 1545-1554.
[40] Hutník O., Mesiar R., On a certain class of submeasures based on triangular norms, INT J UNCERTAIN FUZZ Neuveden (2009) 297-316.
[41] Ince M. A., Karacal F., Mesiar R., MEDIAN AS A NULLNORM ON BOUNDED LATTICES, FUZZY SET SYST Neuveden (2016) 74-81.
[42] Ince M. A., Karacal F., Mesiar R., Medians and nullnorms on bounded lattices, FUZZY SET SYST Neuveden (2016) 74-81.
[43] Jayaram B., Baczynski M., Mesiar R., R-implications and the exchange principle: The case of border continuous t-norms, FUZZY SET SYST Neuveden (2013) 93-105.
[44] Jayaram B., Mesiar R., On Special Fuzzy Implications, FUZZY SET SYST 14 (2009) 2063-2085.
[45] Jwaid T., De Meyer H., Mesiar R., De Baets B., The role of generalized convexity in conic copula constructions, J MATH ANAL APPL 425 (2015) 864-885.
[46] Karacal F., Ince M. A., Mesiar R., Nullnorms on bounded lattices, INFORM SCIENCES Neuveden (2015) 227-236.
[47] Karacal F., Mesiar R., Uninorms on bounded lattices, FUZZY SET SYST 261 (2015) 33-43.
[48] Kesicioglu N., Karacal F., Mesiar R., Order-equivalent triangular norms, FUZZY SET SYST Neuveden (2015) 59-71.
[49] Kesicioglu N., Mesiar R., Corrigendum to Ordering based on implications [Inform. Sci. 5 276 (2014) 377-386], INFORM SCIENCES Neuveden (2014) 415-416.
[50] Kesicioglu N., Mesiar R., Ordering based on implications, INFORM SCIENCES Neuveden (2014) 377-386.
[51] Klement E., Kolesárová A., Mesiar R., Stupňanová A., A generalization of universal integrals by means of level dependent capacities, KNOWL-BASED SYST Neuveden (2013) 14-18.
[52] Klement E., Kolesárová A., Mesiar R., Stupňanová A., Lipschitz continuity of discrete universal integrals based on copulas, INT J UNCERTAIN FUZZ Neuveden (2010) 39-52.
[53] Klement E. P., Li J., Mesiar R., Pap E., Integrals based on monotone set functions, FUZZY SET SYST Neuveden (2015) 88-102.
[54] Klement E., Mesiar R., Open problems posed at the eighth international conference on Fuzzy Set Theory and Applications, Kybernetika 42 (2006) 225-235.
[55] Klement E., Mesiar R., Universal integrals and modifications of OWA-operators: an axiomatic approach, International Journal of Intelligent Technologies and Applied Statistics Neuveden (2011) 489-501.
[56] Klement E., Mesiar R., Pap E., A universal integral as common frame for Choquet and Sugeno integral, IEEE T FUZZY SYST 18 (2010) 178-187.
[57] Kolesárová A., Mayor G., Mesiar R., Quadratic constructions of copulas, INFORM SCIENCES Neuveden (2015) 69-76.
[58] Kolesárová A., Mesiar R., Lipschitzian De Morgan triplets of fuzzy connectives, INFORM SCIENCES Neuveden (2010) 3488-3496.
[59] Kolesárová A., Mesiar R., On linear and quadratic constructions of aggregation functions, FUZZY SET SYST Neuveden (2015) 1-14.
[60] Kolesárová A., Mesiar R., 1-Lipschitz power stable aggregation functions, INFORM SCIENCES Neuveden (2015) 57-63.
[61] Kolesárová A., Mesiar R., Kalicka J., On a new construction of 1-Lipschitz aggregation functions, quasi-copulas and copulas, FUZZY SET SYST Neuveden (2013) 19-31.
[62] Kolesárová A., Mesiar R., Montero J., Sequential aggregation of bags, INFORM SCIENCES Neuveden (2015) 305-314.
[63] Kolesárová A., Mesiar R., Ruckschlossová T., Power stable aggregation functions, FUZZY SET SYST Neuveden (2014) 39-50.
[64] Li J., Mesiar R., Pap E., Klement E. P., Convergence theorems for monotone measures, FUZZY SET SYST Neuveden (2015) 103-127.
[65] Lopez-Molina C., De Baets B., Bustince H., Induráin E., Stupňanová A., Mesiar R., Bimigrativity of binary aggregation functions, INFORM SCIENCES Neuveden (2014) 235-245.
[66] Massanet S., Mayor G., Mesiar R., Torrens J., On fuzzy implications: An axiomatic approach, INT J APPROX REASON 54 (2013) 1471-1482.
[67] Mesiar R., Li J., Pap E., Superdecomposition integrals, FUZZY SET SYST Neuveden (2015) 3-11.
[68] Mesiar R., Mesiarová A., Fuzzy integrals and linearity, Int. J. Approxim. Reasoning 1 (2008) 353-358.
[69] Mesiar R., Mesiarova-Zemankova A., The ordered modular averages, IEEE T FUZZY SYST Neuveden (2011) 42-50.
[70] Mesiar R., Mesiarova-Zemankova A., Ahmad K., Discrete Choquet integral and some of its symmetric extensions, FUZZY SET SYST 184 (2011) 148-155.
[71] Mesiar R., Mesiarova-Zemankova A., Ahmad K., Level-dependent Sugeno integral, IEEE Transaction on Fuzzy Systems Neuveden (2009) 167-172.
[72] Mesiar R., Mesiarova-Zemankova A., Valášková Ľ., Basic generated universal fuzzy measures, Int. J. Approx. Reasoning 46 (2007) 447-457.
[73] Mesiar R., Najjari V., New families of symmetric/asymmetric copulas, FUZZY SET SYST Neuveden (2014) 99-110.
[74] Mesiar R., Novák V., Operations Fitting Triangular-Norm-Based Biresiduation, Fuzzy Sets and Systems Neuveden (1999) 77-84.
[75] Mesiar R., Ouyang Y., General Chebyshev type inequalities for Sugeno integrals, FUZZY SET SYST Neuveden (2009) 58-64.
[76] Mesiar R., Stupňanová A., Decomposition integrals, INT J APPROX REASON Neuveden (2013) 1252-1259.
[77] Mesiarova-Zemankova A., Mesiar R., Ahmad K., The balancing Choquet integral, FUZZY SET SYST Neuveden (2010) 2243-2255.
[78] Ouyang Y., Mesiar R., On the Chebyshev type inequality for seminormed fuzzy integral, APPL MATH LETT Neuveden (2009) 1810-1815.
[79] Ouyang Y., Mesiar R., SUGENO INTEGRAL AND THE COMONOTONE COMMUTING PROPERTY, INT J UNCERTAIN FUZZ 2009-08-15 (2009) 465-480.
[80] Ouyang Y., Mesiar R., Agahi H., An inequality related to Minkowski type for Sugeno integrals, INFORM SCIENCES Neuveden (2010) 2793-2801.
[81] Ouyang Y., Mesiar R., Jun L., On the comonotonic-*-property for Sugeno integral, APPL MATH COMPUT 211 (2009) 450-458.
[82] Palmeira E., Bedregal B., Mesiar R., Fernandez J., A new way to extend t-norms, t-conorms and negations, FUZZY SET SYST Neuveden (2014) 1-21.
[83] Paternain D., Bustince H., Fernandez J., Sanz J., Baczynski M., Beliakov G., Mesiar R., Strong Fuzzy Subsethood Measures and Strong Equalities Via Implication Functions, J MULT-VALUED LOG S Neuveden (2014) 347-371.
[84] Paternain D., Fernandez J., Bustince H., Mesiar R., Beliakov G., Construction of image reduction operators using averaging aggregation functions, FUZZY SET SYST 261 (2015) 87-111.
[85] Paternain D., Ochoa G., Lizasoain I., Bustince H., Mesiar R., Quantitative orness for lattice OWA operators, INFORM FUSION Neuveden (2016) 27-35.
[86] Petrík M., Mesiar R., On the structure of uninorms with idempotent and involutive underlying t-norms and t-conorms, FUZZY SET SYST Neuveden (2014) 22-38.
[87] Sainio E., Turunen E., Mesiar R., A characterization of fuzzy implications generated by generalized quantifiers, Fuzzy Sets and Systems 159 (2008) 491-499.
[88] Saminger S., Klement E., Mesiar R., On extensions of triangular norms on bounded lattices, INDAGAT MATH NEW SER 19 (2008) 135-150.
[89] Zhang Q., Mesiar R., Jun L., Struk P., Generalized Lebesgue integral, INT J APPROX REASON Neuveden (2011) 427-443.
Conference proceedings:
[1] Bustince H., Fernandez J., Paternain D., Baczynski M., Beliakov G., Mesiar R., Sanz J., Construction of strong equality index from implication operators, in: Proc. Uncertainty Modeling in Knowledge Engineering and Decision Making, New Jersey, 2012, pp. 769-774.
[2] Cintula P., Klement E., Mesiar R., Navara M., Varieties of algebras based on strict t-norms and involutive negations, in: Proc. 8th International Conference on Fuzzy Set Theory and Applications FSTA 2006, Liptovsky Mikulas, 2006, pp. 8-9.
[3] DeMiguel L., Bustince H., Induráin E., Kolesárová A., Mesiar R., DeBaets B., Construction of admissible linear orders for pairs of intervals, in: Proc. of the 2015 Conference of the International Fuzzy Systems Association and the European Society for Fuzzy Logic and Technology, Gijon, 2015, pp. 1162-1167.
[4] Durante F., Klement E., Mesiar R., Sempi C., Conjunctors and their residual implicators, in: Proc. 28th Linz Seminar on Fuzzy Set Theory, Linz, Rakousko, 2007, pp. 46-50.
[5] Ghiselli-Ricci R., Mesiar R., k-Lipschitz strict triangular norms, in: Proc. EUSFLAT-LFA 2005, Barcelona, 2005, pp. 1307-1312.
[6] Ghiselli-Ricci R., Mesiar R., Mesiarová A., Lipschitzianity of triangular subnorms, in: Proc. Information Processing and Management of Uncertainty in Knowledge-based Systems, Paris, 2006, pp. 671-677.
[7] Jayaram B., Baczynski M., Mesiar R., R-implications and the exchange principle: a complete characterization, in: Proc. EUSFLAT-LFA 2011, Neuveden, 2011, pp. 223-229.
[8] Jun L., Mesiar R., Zhang Q., Absolute continuity of monotone measure and convergence in measure, in: Proc. Communication in Computer and Information Science 80, Part 1, Berlin, 2010, pp. 500-504.
[9] Jurio A., Paternain D., Mesiar R., Kolesárová A., Bustince H., Construction of weak homogeneity from interval homogeneity. Application to image segmentation, in: Proc. DOI: 10.1109/FUZZ-IEEE.2013.6622336, Hyderabad, 2013, pp. 1-8.
[10] Klement E., Kolesárová A., Mesiar R., Stupňanová A., Universal integrals based on level dependent capacities, in: Proc. of IFSA-EUSFLAT 2009, Lisbon, 2009, pp. 114-118.
[11] Klement E., Mesiar R., A concept of universal fuzzy integrals, in: Proc. 2012 Annual Meeting of the North American Fuzzy Information Processing Society, Neuveden, 2012, pp. 232-235.
[12] Klement E., Mesiar R., Integral- Based Modifications of OWA-operators., in: Proc. Nonlinear mathematics for uncertainty and its applications 2011, Berlin, 2011, pp. 325-331.
[13] Klement E., Mesiar R., Pap E., A Universal Integral Independent of Measurable Spaces and Function Spaces, in: Proc. IPMU 08 Proceedings, Malaga, 2008, pp. 1470-1475.
[14] Klement E., Mesiar R., Pap E., Integrals which can be defined on arbitrary measurable spaces, in: Proc. 28th Linz Seminar on Fuzzy Set Theory, Linz, Rakousko, 2007, pp. 72-77.
[15] Kolesárová A., Mesiar R., Stupňanová A., Axiomatic generalizations of OWA operators, in: Proc. of the 2015 Conference of the International Fuzzy Systems Association and the European Society for Fuzzy Logic and Technology, Gijon, 2015, pp. 441-446.
[16] Mesiar R., Fuzzy sets and multicriteria decision making, in: Proc. Advances in Soft Computing, Berlin, 2006, pp. 629-635.
[17] Mesiar R., Ahmad K., Mesiarova-Zemankova A., Comonotone maxitivity and extended Sugeno integral, in: Proc. IPMU 08 Proceedings, Malaga, 2008, pp. 1484-1489.
[18] Mesiar R., Klement E., Saminger S., A note on ordinal sum t-norms on bounded lattices, in: Proc. EUSFLAT-LFA 2005, Barcelona, 2005, pp. 385-388.
[19] Mesiar R., Mesiarová A., Valášková Ľ., Generated universal fuzzy measures, in: Proc. Modelling Decisions for Artificial Intelligence, Berlin, 2006, pp. 191-202.
[20] Mesiar R., Mesiarová A., Valášková Ľ., Generator-based universal fuzzy measures and integrals, in: Proc. Information Processing and Management of Uncertainty in Knowledge-based Systems, Paris, 2006, pp. 1718-1723.
[21] Mesiar R., Mesiarova-Zemankova A., Symmetrization of modular aggregation functions, in: Proc. Computational Intelligence for Knowledge-Based Systems Design, Berlin, 2010, pp. 390-397.
[22] Mesiar R., Novák V., On Fitting Operations, in: Proc. of VIIth IFSA World Congress '97, Praha, 1997, pp. 286-290.
[23] Paternain D., Pagola M., Fernandez J., Mesiar R., Beliakov G., Bustince H., Brain MRI thresholding using incomparability and overlap functions, in: Proc. of the 2011 11th International Conference on Intelligent Systems Design and Applications, Neuveden, 2011, pp. 808-812.
[24] PETRÍK M., Mesiar R., Web-geometric view on uninorms and structure of some special classes, in: Proc. Advances on Computational Intelligence, Heidelberg, 2012, pp. 371-378.
[25] Saminger S., Klement E., Mesiar R., A note on ordinal sums of t-norms and t-subnorms on bounded lattices, in: Proc. Information Processing and Management of Uncertainty in Knowledge-based Systems, Paris, 2006, pp. 664-670.
[26] Saminger S., Klement E., Mesiar R., Bodenhofer U., Aggregation of Fuzzy Relations and Preservation of Transitivity, in: Proc. Lecture Notes in Artifitial Intelligence 4342, TARSKI, Berlin, 2006, pp. 185-206.
