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Ivan Kojadinovic

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2008
17EEMichel Grabisch, Ivan Kojadinovic, Patrick Meyer: A review of methods for capacity identification in Choquet integral based multi-attribute utility theory: Applications of the Kappalab R package. European Journal of Operational Research 186(2): 766-785 (2008)
16EEIvan Kojadinovic: Unsupervized aggregation of commensurate correlated attributes by means of the choquet integral and entropy functionals. Int. J. Intell. Syst. 23(2): 128-154 (2008)
2007
15EEIvan Kojadinovic, Jean-Luc Marichal: On the Moments and the Distribution of the Choquet Integral. EUSFLAT Conf. (1) 2007: 305-312
14EEIvan Kojadinovic: Quadratic distances for capacity and bi-capacity approximation and identification. 4OR 5(2): 117-142 (2007)
13EEJean-Luc Marichal, Ivan Kojadinovic, Katsushige Fujimoto: Axiomatic characterizations of generalized values. Discrete Applied Mathematics 155(1): 26-43 (2007)
12EEIvan Kojadinovic: Minimum variance capacity identification. European Journal of Operational Research 177(1): 498-514 (2007)
11EEIvan Kojadinovic, Jean-Luc Marichal: Entropy of bi-capacities. European Journal of Operational Research 178(1): 168-184 (2007)
10EEIvan Kojadinovic: A weight-based approach to the measurement of the interaction among criteria in the framework of aggregation by the bipolar Choquet integral. European Journal of Operational Research 179(2): 498-517 (2007)
2005
9EEIvan Kojadinovic: A maximum quadratic entropy principle for capacity identi cation. EUSFLAT Conf. 2005: 216-221
8EEIvan Kojadinovic, Jean-Luc Marichal: Entropy of bi-capacities. EUSFLAT Conf. 2005: 991-996
7EEIvan Kojadinovic: Relevance measures for subset variable selection in regression problems based on k. Computational Statistics & Data Analysis 49(4): 1205-1227 (2005)
6EEIvan Kojadinovic: An axiomatic approach to the measurement of the amount of interaction among criteria or players. Fuzzy Sets and Systems 152(3): 417-435 (2005)
5EEIvan Kojadinovic, Jean-Luc Marichal, Marc Roubens: An axiomatic approach to the definition of the entropy of a discrete Choquet capacity. Inf. Sci. 172(1-2): 131-153 (2005)
2004
4EEIvan Kojadinovic: Unsupervised Aggregation by the Choquet Integral Based on Entropy Functionals: Application to the Evaluation of Students. MDAI 2004: 163-175
3EEIvan Kojadinovic: Agglomerative hierarchical clustering of continuous variables based on mutual information. Computational Statistics & Data Analysis 46(2): 269-294 (2004)
2EEIvan Kojadinovic: Estimation of the weights of interacting criteria from the set of profiles by means of information-theoretic functionals. European Journal of Operational Research 155(3): 741-751 (2004)
2003
1EEIvan Kojadinovic: Modeling interaction phenomena using fuzzy measures: on the notions of interaction and independence. Fuzzy Sets and Systems 135(3): 317-340 (2003)

Coauthor Index

1Katsushige Fujimoto [13]
2Michel Grabisch [17]
3Jean-Luc Marichal [5] [8] [11] [13] [15]
4Patrick Meyer [17]
5Marc Roubens [5]

Copyright © Sun May 17 03:24:02 2009 by Michael Ley (ley@uni-trier.de)