2004 - Member of the European Academy of Sciences
Pure mathematics and Algebra over a field are commonly linked in his work. He regularly links together related areas like Pure mathematics in his Algebra over a field studies. Borrowing concepts from Combinatorics, he weaves in ideas under Discrete mathematics. His research combines Parameterized complexity and Combinatorics. He applies his multidisciplinary studies on Mathematical analysis and Discrete mathematics in his research. His research on Geometry frequently links to adjacent areas such as Monotone polygon. Monotone polygon is often connected to Geometry in his work. His Data mining study frequently draws connections to adjacent fields such as Measure (data warehouse). His research on Measure (data warehouse) frequently connects to adjacent areas such as Data mining.
His work on Pure mathematics is being expanded to include thematically relevant topics such as Algebra over a field and Lebesgue integration. His research is interdisciplinary, bridging the disciplines of Pure mathematics and Algebra over a field. He bridges between several scientific fields such as Monotone polygon and Regular polygon in his study of Geometry. He combines Regular polygon and Geometry in his studies. His research on Mathematical analysis often connects related areas such as Inequality. He integrates Discrete mathematics and Combinatorics in his research. By researching both Combinatorics and Discrete mathematics, Endre Pap produces research that crosses academic boundaries. He conducted interdisciplinary study in his works that combined Applied mathematics and Mathematical analysis. As part of his studies on Artificial intelligence, he often connects relevant subjects like Choquet integral.
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Null-Additive Set Functions
Endre Pap.
(1995)
Fixed Point Theory in Probabilistic Metric Spaces
Olga Hadžić;Endre Pap.
(2014)
”Aggregation Functions”, Cambridge University Press
M. Grabisch;J.-L. Marichal;R. Mesiar;E. Pap.
international symposium on intelligent systems and informatics (2008)
Triangular norms. Position paper I: basic analytical and algebraic properties
Erich Peter Klement;Radko Mesiar;Endre Pap.
Fuzzy Sets and Systems (2004)
A Universal Integral as Common Frame for Choquet and Sugeno Integral
E.P. Klement;R. Mesiar;E. Pap.
IEEE Transactions on Fuzzy Systems (2010)
Handbook of measure theory
Endre Pap.
(2002)
Aggregation functions: Means
Michel Grabisch;Jean-Luc Marichal;Radko Mesiar;Endre Pap.
Information Sciences (2011)
Generated triangular norms
Erich Peter Klement;Radko Mesiar;Endre Pap.
Kybernetika (2000)
ON THE RELATIONSHIP OF ASSOCIATIVE COMPENSATORY OPERATORS TO TRIANGULAR NORMS AND CONORMS
Erich Peter Klement;Radko Mesiar;Endre Pap.
International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems (1996)
Triangular norms. Position paper II: general constructions and parameterized families
Erich Peter Klement;Radko Mesiar;Endre Pap.
Fuzzy Sets and Systems (2004)
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