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Sugeno Integral Based Pandemic Risk Assessment

2022
Complex situations such as pandemics generally lead to consider different sources of information in the analysis. We propose a general framework for coronavirus risk assessment based on multi-criteria decision aiding (MCDA) where input variables are indicators expressed on the basis of qualitative-ordinal scales.
Luca Anzilli, Marta Cardin
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Towards a Tesseract of Sugeno Integrals

2021
Structures of opposition, such as the hexagon and different cubes, derived from the square of opposition of ancient logic, have for more than a decade shown their interest in the analysis of various frameworks for the representation and processing of information (possibly pervaded with uncertainty).
Dubois, Didier   +2 more
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Berwald type inequality for Sugeno integral

Applied Mathematics and Computation, 2010
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Agahi, Hamzeh   +4 more
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Hölder type inequality for Sugeno integral

Fuzzy Sets and Systems, 2010
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Wu, Limin   +3 more
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$$L_1$$-space for Sugeno Integral

2017
Let \(L_1(Su)\) be the \(L_1\) space with respect to the Sugeno integral for a fuzzy measure [7, 9]. \(L_1(Su)\) is a linear space with the natural quasi-metric. In general \(L_1(Su)\) is not necessarily a topological linear space. We shall characterize explicitely the maximal topological linear subspace of \(L_1(Su)\).
Aoi Honda, Yoshiaki Okazaki
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A Possibilistic Logic View of Sugeno Integrals

2011
Sugeno integrals are well-known qualitative aggregation functions in multiple criteria decision making. They return a global evaluation between the minimum and the maximum of the input criteria values. They can model sophisticated aggregation schemes through a system of priorities that applies to any subset of criteria and can take into account some ...
Dubois, Didier   +2 more
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Jensen-type inequalities for Sugeno integral

Information Sciences, 2017
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Sadegh Abbaszadeh   +3 more
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Choquet integral and Sugeno integral as aggregation functions

2003
The basic properties of Choquet integral and Sugeno integral as aggregation tools are shown. The conditions for aggregation functions to be the Choquet integral or the Sugeno integral is presented. Selecting appropriate aggregation tool is fundamental for having a good modeling and thus studying their properties is a fundamental issue. It is also shown
Y. Narukawa, T. Murofushi
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Interval intuitionistic fuzzy-valued Sugeno integral

2012 9th International Conference on Fuzzy Systems and Knowledge Discovery, 2012
The componentwise decomposition theorem of lattice-valued Sugeno integral is extended. The concepts of interval fuzzy-valued, intuitionistic fuzzy-valued and interval intuitionistic fuzzy-valued Sugeno integrals are introduced. It is shown that the intuitionistic fuzzy-valued Sugeno integrals and the interval fuzzy-valued Sugeno integrals are ...
Yongsheng Liu, Zhaojun Kong
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Fuzzy MCDM and the Sugeno Integral

2010
We study the case of using Sugeno integral to aggregate ill-known (fuzzy) local utilities. The proposed approach is based on the extension principle and a formulation of the Sugeno integral that does not require that utility values be totally ordered.We apply the proposed approach in a decision-making framework in which fuzzy rule-bases are used to ...
Didier Dubois   +2 more
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