Igor N. Rozenberg

发表

Model Of Intellectual Visualization Of Geoinformation Service

Alexander V. Bozhenyuk, Igor N. Rozenberg, Stanislav L. Belyakov, 2014, ECMS.

Incoherence Correction and Decision Making Based on Generalized Credal Sets

Igor N. Rozenberg, Andrey G. Bronevich, 2017, ECSQARU.

The Decision of Service Centres Location Problem in Fuzzy Conditions

Igor N. Rozenberg, Tatiana A. Dziouba, I. Rozenberg, 2001, Fuzzy Days.

Fuzzy resource-constrained project scheduling for GIS software development

Margarita Knyazeva, Igor N. Rozenberg, Leonid S. Bershtein, 2015, IFSA-EUSFLAT.

Guidance in the Visual Analytics of Cartographic Images in the Decision-Making Process

Alexander V. Bozhenyuk, Igor N. Rozenberg, Stanislav L. Belyakov, 2020, MICAI.

Approach to Real-Time Mapping, Using a Fuzzy Information Function

Igor N. Rozenberg, Marina Belyakova, Stanislav L. Belyakov, 2013, GRMSE.

The contradiction between belief functions: Its description, measurement, and correction based on generalized credal sets

Igor N. Rozenberg, Andrey G. Bronevich, 2019, Int. J. Approx. Reason..

The choice of generalized Dempster-Shafer rules for aggregating belief functions

Igor N. Rozenberg, Andrey G. Bronevich, A. Bronevich, 2015, Int. J. Approx. Reason..

Scheduling Alternatives with Respect to Fuzzy and Preference Modeling on Time Parameters

Alexander V. Bozhenyuk, Margarita Knyazeva, Igor N. Rozenberg, 2017, EUSFLAT/IWIFSGN.

Conjunctive Rules in the Theory of Belief Functions and Their Justification Through Decisions Models

Igor N. Rozenberg, Andrey G. Bronevich, 2016, BELIEF.

The Extension of Imprecise Probabilities Based on Generalized Credal Sets

Igor N. Rozenberg, Andrey G. Bronevich, 2016, SMPS.

Allocation of Service Centers in the GIS with the Largest Vitality Degree

Alexander V. Bozhenyuk, Igor N. Rozenberg, I. Rozenberg, 2012, IPMU.

Event-Based Transformations of Set Functions and the Consensus Requirement

Igor N. Rozenberg, Andrey G. Bronevich, 2018, MDAI.

Conditioning of Imprecise Probabilities Based on Generalized Credal Sets

Igor N. Rozenberg, Andrey G. Bronevich, A. Bronevich, 2019, ECSQARU.

The Kantorovich Problem and Wasserstein Metric in the Theory of Belief Functions

Igor N. Rozenberg, Andrey G. Bronevich, A. Bronevich, 2018, BELIEF.

Ranking probability measures by inclusion indices in the case of unknown utility function

Igor N. Rozenberg, Andrey G. Bronevich, 2014, Fuzzy Optim. Decis. Mak..

Modeling Optimal Allocation Centers In GIS By Fuzzy Base Set Of Fuzzy Interval Graph

Alexander V. Bozhenyuk, Igor N. Rozenberg, Stanislav L. Belyakov, 2014, ECMS.

Metrical Approach to Measuring Uncertainty

Igor N. Rozenberg, Andrey G. Bronevich, 2020, IPMU.

Optimum Allocation of Centers in Transportation Networks by Means of Fuzzy Graph Bases

Alexander V. Bozhenyuk, Igor N. Rozenberg, Leonid S. Bershtein, 2013, EUSFLAT Conf..

Fuzzy Coloring of Fuzzy Hypergraph

Alexander V. Bozhenyuk, Igor N. Rozenberg, Leonid S. Bershtein, 2004, Fuzzy Days.

A fuzzy graph multi-mode approach to modelling and solving scheduling problem with limited resources

Alexander V. Bozhenyuk, Margarita Knyazeva, Igor N. Rozenberg, 2017, 2017 IEEE International Conference on Fuzzy Systems (FUZZ-IEEE).

The Choice of Generalized Dempster-Shafer Rules for Aggregating Belief Functions Based on Imprecision Indices

Igor N. Rozenberg, Andrey G. Bronevich, 2014, Belief Functions.

Intuitive Figurative Representation in Decision-making by Map Data

Alexander V. Bozhenyuk, Igor N. Rozenberg, Stanislav L. Belyakov, 2018, J. Multiple Valued Log. Soft Comput..

Modelling uncertainty with generalized credal sets: application to conjunction and decision

Igor N. Rozenberg, Andrey G. Bronevich, 2018, Int. J. Gen. Syst..

Method of Maximum Two-Commodity Flow Search in a Fuzzy Temporal Graph

Alexander V. Bozhenyuk, Igor N. Rozenberg, Evgeniya Gerasimenko, 2017, EUSFLAT/IWIFSGN.

Routing in the mechanical transport systems on the basis of knowledge

Igor N. Rozenberg, Stanislav L. Belyakov, Alexandr V. Bozhenyuk, 2013, 2013 IEEE 14th International Symposium on Computational Intelligence and Informatics (CINTI).

Searching Method of Fuzzy Internally Stable Set as Fuzzy Temporal Graph Invariant

Alexander V. Bozhenyuk, Margarita Knyazeva, Igor N. Rozenberg, 2018, IPMU.

Canonical sequences of monotone measures

Igor N. Rozenberg, Andrey G. Bronevich, 2020, Fuzzy Sets Syst..

Method for the minimum cost maximum flow determining in fuzzy dynamic network with nonzero flow bounds

Alexander V. Bozhenyuk, Igor N. Rozenberg, Irina Perfilieva, 2015, IFSA-EUSFLAT.

The measurement of relations on belief functions based on the Kantorovich problem and the Wasserstein metric

Igor N. Rozenberg, Andrey G. Bronevich, A. Bronevich, 2021, Int. J. Approx. Reason..

Generalized Hartley Measures on Credal Sets

Igor N. Rozenberg, Andrey G. Bronevich, 2021, ISIPTA.

On Computing Domination Set in Intuitionistic Fuzzy Graph

Alexander V. Bozhenyuk, Margarita Knyazeva, Igor N. Rozenberg, 2021, Int. J. Comput. Intell. Syst..

Figurative Series in Spatial Analysis of Situations

Margarita Knyazeva, Igor N. Rozenberg, Stanislav Belyakov, 2021 .