1.Verified methods for computing Pareto sets: General algorithmic analysis

作　　者：Boglárka G.-Tóth ;Vladik Kreinovich

出　　处：International Journal of Applied Mathematics and Computer Science. 2009 ;19(3).

出版社：De Gruyter Open

文章 ID：181615065

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2.Structure of Filled Functions: Why Gaussian and Cauchy Templates Are Most Efficient

作　　者：Vyacheslav Kalashnikov ;Vladik Kreinovich ;José Guadalupe Flores-Muñiz 等

出　　处：International Journal of Combinatorial Optimization Problems and Informatics. 2016 ;7(3):87-93.

出版社：International Journal of Combinatorial Optimization Problems and Informatics

文章 ID：213277531

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3.From Interval Computations to Constraint-Related Set Computations: Towards Faster Estimation of Statistics and ODEs under Interval and p-Box Uncertainty (Invited Talk)

作　　者：Vladik Kreinovich

出　　处：OASIcs : OpenAccess Series in Informatics. 2009 ;11.doi:10.4230/OASIcs.CCA.2009.2251

出版社：Schloss Dagstuhl -- Leibniz-Zentrum fuer Informatik

文章 ID：186848299

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4.From Computing Sets of Optima, Pareto Sets, and Sets of Nash Equilibria to General Decision-Related Set Computations

作　　者：Vladik Kreinovich ;Bartlomiej Jacek Kubica

出　　处：Journal of Universal Computer Science. 2010 ;16(18):2657-2685.

出版社：Graz University of Technology and Know-Center

文章 ID：186874685

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5.Ordered Weighted Averaging (OWA), Decision Making under Uncertainty, and Deep Learning: How Is This All Related?

作　　者：Vladik Kreinovich

出　　处：Information. 2022 ;13(2):82.doi:10.3390/info13020082

出版社：MDPI Publishing

文章 ID：1037005593

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