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New Trends in Aggregation Theory

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Cover of 'New Trends in Aggregation Theory'

Table of Contents

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    Book Overview
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    Chapter 1 Qualitative Integrals and Cointegrals: A Survey
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    Chapter 2 The Concave and Decomposition Integrals: A Review and Future Directions
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    Chapter 3 Super Level Measures: Averaging Before Integrating
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    Chapter 4 On Extreme Value Copulas with Given Concordance Measures
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    Chapter 5 Some Remarks About Polynomial Aggregation Functions
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    Chapter 6 Aggregation Through Composition: Unification of Three Principal Fuzzy Theories
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    Chapter 7 Pseudo-Additions and Shift Invariant Aggregation Functions
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    Chapter 8 Importation Algebras
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    Chapter 9 On Some Inner Dependence Relationships in Hierarchical Structure Under Hesitant Fuzzy Environment
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    Chapter 10 The Relation Between F -partial Order and Distributivity Equation
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    Chapter 11 On Properties of Internal Uninorms on Bounded Lattices
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    Chapter 12 Some Remarks on Generalized Hypothetical Syllogism and Yager’s Implications
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    Chapter 13 Interval-Valued $$E_N$$ -functions and Similarity Measures
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    Chapter 14 On Some Generalizations of the Choquet Integral
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    Chapter 15 Penalty-Based Data Aggregation in Real Normed Vector Spaces
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    Chapter 16 Gravitational Clustering Algorithm Generalization by Using an Aggregation of Masses in Newton Law
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    Chapter 17 Uninorms on Bounded Lattices with Given Underlying Operations
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    Chapter 18 Description and Properties of Curve-Based Monotone Functions
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    Chapter 19 A Construction Method for t-norms on Bounded Lattices
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    Chapter 20 Penalty-Based Aggregation of Strings
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    Chapter 21 On Some Properties of Generalized Convex Combination of Triangular Norms
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    Chapter 22 Analysis of Relationship Among V4 Countries and Germany by Their Gross Domestic Products and Copula Models
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    Chapter 23 Aggregation via Clone Theory Approach
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    Chapter 24 Mixture Functions Based on Deviation and Dissimilarity Functions
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    Chapter 25 F-transform and Dimensionality Reduction: Common and Different
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    Chapter 26 Note on Aggregation Functions and Concept Forming Operators
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    Chapter 27 Ordinal Sums of t-norms and t-conorms on Bounded Lattices
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    Chapter 28 Aggregation of Fuzzy Conformances
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    Chapter 29 Construction of Fuzzy Implication Functions Based on F -chains
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    Chapter 30 Modalities Based on Double Negation
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    Chapter 31 Condorcet Winners on Bounded and Distributive Lattices
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Title
New Trends in Aggregation Theory
Published by
Springer International Publishing, July 2019
DOI 10.1007/978-3-030-19494-9
ISBNs
978-3-03-019493-2, 978-3-03-019494-9
Editors

Halaš, Radomír, Gagolewski, Marek, Mesiar, Radko

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