The Logical Inferences in Possibility Theory Based on the Concept of Upper (Lower) Probability. - Andrew G. Bronevich; Alexander N. Karkishchenko (FUZZ-IEEE, 2001)

The Maximal Variance of Fuzzy Interval. - Andrew G. Bronevich (ISIPTA, 2003)

On Eventwise Aggregation of Coherent Lower Probabilities. - Andrew G. Bronevich (ISIPTA, 2005)

An investigation of ideals in the set of fuzzy measures. - Andrew G. Bronevich (Fuzzy Sets Syst., 2005)

On the closure of families of fuzzy measures under eventwise aggregations. - Andrew G. Bronevich (Fuzzy Sets Syst., 2005)

Various Representations and Algebraic Structure of Linear Imprecision Indices. - Alexander E. Lepskiy; Andrey G. Bronevich (EUSFLAT Conf. (1), 2007)

Necessary and sufficient consensus conditions for the eventwise aggregation of lower probabilities. - Andrew G. Bronevich (Fuzzy Sets Syst., 2007)

Load balancing algorithms based on gradient methods and their analysis through algebraic graph theory. - Andrey G. Bronevich; Wolfgang Meyer (J. Parallel Distributed Comput., 2008)

Measures of uncertainty for imprecise probabilities: An axiomatic approach. - Andrey G. Bronevich; George J. Klir (Int. J. Approx. Reason., 2010)

Invariant continuous aggregation functions. - Andrey G. Bronevich; Radko Mesiar (Int. J. Gen. Syst., 2010)

Automatic Image Annotation Based on Low-Level Features and Classification of the Statistical Classes. - Andrey G. Bronevich; Alexandra Melnichenko (RSFDGrC, 2011)

Automatic Image Annotation with Low-level Features and Conditional Random Fields. - Alexandra Melnichenko; Andrey G. Bronevich (KDIR/KMIS, 2013)

Recognition of Cross Profiles of Roadbed Based on Polygonal Representations. - Andrey G. Bronevich; Alexander E. Lepskiy; Vladimir I. Umansky; Dmitry A. Yakushev (PReMI, 2013)

The Fuzzy Parametrized Model for Classifying Blocks in the Non-binary Motion Mask. - Dmitry A. Matsypaev; Andrey G. Bronevich (PReMI, 2013)

The Choice of Generalized Dempster-Shafer Rules for Aggregating Belief Functions Based on Imprecision Indices. - Andrey G. Bronevich; Igor N. Rozenberg (Belief Functions, 2014)

The Fuzzy Representation of Prior Information for Separating Outliers in Statistical Experiments. - Dmitry A. Matsypaev; Andrey G. Bronevich (SMPS, 2014)

Ranking probability measures by inclusion indices in the case of unknown utility function. - Andrew G. Bronevich; Igor N. Rozenberg (Fuzzy Optim. Decis. Mak., 2014)

The Recognition of Roadbed Based on Fuzzy Etalons. - Andrey G. Bronevich; Bladimir I. Umanskiy; Dmitry A. Yakushev (IFSA-EUSFLAT, 2015)

The Application of Conflict Measure to Estimating Incoherence of Analyst's Forecasts about the Cost of Shares of Russian Companies. - Andrew G. Bronevich; Alexander Lepskiy; Henry Penikas (ITQM, 2015)

The choice of generalized Dempster-Shafer rules for aggregating belief functions. - Andrey G. Bronevich; Igor N. Rozenberg (Int. J. Approx. Reason., 2015)

Imprecision indices: axiomatic, properties and applications. - Andrey G. Bronevich; Alexander E. Lepskiy (Int. J. Gen. Syst., 2015)

Conjunctive Rules in the Theory of Belief Functions and Their Justification Through Decisions Models. - Andrey G. Bronevich; Igor N. Rozenberg (BELIEF, 2016)

Coherence Analysis of Financial Analysts' Recommendations in the Framework of Evidence Theory. - Andrew G. Bronevich; Alexander Lepskiy; Henry Penikas (SCAKD@CLA, 2016)

The Extension of Imprecise Probabilities Based on Generalized Credal Sets. - Andrey G. Bronevich; Igor N. Rozenberg (SMPS, 2016)

On the model updating operators in univariate estimation of distribution algorithms. - Andrey G. Bronevich; José Valente de Oliveira (Nat. Comput., 2016)

Incoherence Correction and Decision Making Based on Generalized Credal Sets. - Andrey G. Bronevich; Igor N. Rozenberg (ECSQARU, 2017)

Measuring Uncertainty for Interval Belief Structures and its Application for Analyzing Weather Forecasts. - Andrey G. Bronevich; Natalia S. Spiridenkova (EUSFLAT/IWIFSGN (1), 2017)

Some Characteristics of Credal Sets and Their Application to Analysis of Polls Results. - Andrey G. Bronevich; Natalia S. Spiridenkova (ITQM, 2017)

Applying models of imprecise probabilities in the mathematical theory of criteria importance. - Andrey G. Bronevich; I. N. Rosenberg (Autom. Remote. Control., 2017)

The Kantorovich Problem and Wasserstein Metric in the Theory of Belief Functions. - Andrey G. Bronevich; Igor N. Rozenberg (BELIEF, 2018)

Event-Based Transformations of Set Functions and the Consensus Requirement. - Andrey G. Bronevich; Igor N. Rozenberg (MDAI, 2018)

Modelling uncertainty with generalized credal sets: application to conjunction and decision. - Andrey G. Bronevich; Igor N. Rozenberg (Int. J. Gen. Syst., 2018)

Conditioning of Imprecise Probabilities Based on Generalized Credal Sets. - Andrey G. Bronevich; Igor N. Rozenberg (ECSQARU, 2019)

Clustering a body of evidence based on conflict measures. - Andrey G. Bronevich; Alexander Lepskiy (EUSFLAT Conf., 2019)

The contradiction between belief functions: Its description, measurement, and correction based on generalized credal sets. - Andrey G. Bronevich; Igor N. Rozenberg (Int. J. Approx. Reason., 2019)

Metrical Approach to Measuring Uncertainty. - Andrey G. Bronevich; Igor N. Rozenberg (IPMU (2), 2020)

Canonical sequences of monotone measures. - Andrey G. Bronevich; Igor N. Rozenberg (Fuzzy Sets Syst., 2020)

Generalized Hartley Measures on Credal Sets. - Andrey G. Bronevich; Igor N. Rozenberg (ISIPTA, 2021)

The measurement of relations on belief functions based on the Kantorovich problem and the Wasserstein metric. - Andrey G. Bronevich; Igor N. Rozenberg (Int. J. Approx. Reason., 2021)

The Extension of Dempster's Combination Rule Based on Generalized Credal Sets. - Andrey G. Bronevich; Igor N. Rozenberg (BELIEF, 2022)

Measures of conflict, basic axioms and their application to the clusterization of a body of evidence. - Andrey G. Bronevich; Alexander E. Lepskiy (Fuzzy Sets Syst., 2022)

Updating information based on generalized credal sets. Part 1: Finite case. - Andrey G. Bronevich; Igor N. Rozenberg (Fuzzy Sets Syst., 2024)

Updating information based on generalized credal sets. Part 2: General case. - Andrey G. Bronevich; Igor N. Rozenberg (Fuzzy Sets Syst., 2024)

D-separation for the strong extension and the main natural extension of a credal network. - Andrey G. Bronevich; Igor N. Rozenberg (ISIPTA, 2025)

Conditioning w.r.t. random sets. Part 1: basic notions and results. - Andrey G. Bronevich (Int. J. Gen. Syst., 2025)

Conditioning w.r.t. random sets. Part 2: combination rules. - Andrey G. Bronevich (Int. J. Gen. Syst., 2025)