Connectives and quantifiers in fuzzy sets

From MaRDI portal
Publication:2277256

DOI10.1016/0165-0114(91)90046-SzbMath0725.03033MaRDI QIDQ2277256

Ronald R. Yager

Publication date: 1991

Published in: Fuzzy Sets and Systems (Search for Journal in Brave)




Related Items (56)

Voting-model based evaluation of fuzzy quantified sentences: A general frameworkGeneralized possibility measuresWater quality management with imprecise informationOn the equivalence of some approaches to the OWA operator and RIM quantifier determinationMonadic \(\mathbf L\)-fuzzy quantifiers of the type \(\langle 1^n,1\rangle \)Orness and parameterized RIM quantifier aggregation with OWA operators: A summaryFuzzy sets in a approximate reasoning. I: Inference with possibility distributionsFuzzy sets in approximate reasoning. II: Logical approachesFuzzy sets for image processing and understandingAggregation operators and fuzzy systems modelingFuzzy integral in multicriteria decision makingCardinality, quantifiers, and the aggregation of fuzzy criteriaA high level net approach for discovering potential inconsistencies in fuzzy knowledge basesINTUITIONISTIC FUZZY LINGUISTIC QUANTIFIERS BASED ON INTUITIONISTIC FUZZY-VALUED FUZZY MEASURES AND INTEGRALSAttitude quantifier based possibility distribution generation method for hesitant fuzzy linguistic group decision makingBipolar ordered weighted averages: BIOWA operatorsDynamic reasoning with qualified syllogismsUsing Choquet integral in economicsInterpretability of fuzzy linguistic summariesAggregation operators in information retrievalSymmetric weights for OWA operators prioritizing intermediate values. The EVR-OWA operator2-tuple linguistic soft set and its application to group decision makingStability of weighted penalty-based aggregation functionsExtended neuro-fuzzy models of multilayer perceptrons.On the properties of equidifferent RIM quantifier with generating functionFuzzy multiple criteria decision making: Recent developmentsA similarity classifier with Bonferroni mean operatorsHow well does the OWA operator represent real preferences?Spatial reasoning under imprecision using fuzzy set theory, formal logics and mathematical morphologyMajority decisions based on difference of votesPreference relation approach for obtaining OWA operators weightsLinguistic quantifiers based on Choquet integralsA general model of parameterized OWA aggregation with given orness levelOn the properties of regular increasing monotone (RIM) quantifiers with maximum entropy††Unnamed ItemOn the direct decomposability of strong negations and \(S\)-implication operators on product latticesFudge: fuzzy ontology building with consensuated fuzzy datatypesExtensions of fuzzy relational compositions based on generalized quantifiersMAM and MOM bag operators for aggregationFuzzy quantification in two real scenarios: Information retrieval and mobile roboticsGeneralized fuzzy quantifiers and the modeling of fuzzy branching quantificationThe application of fuzzy integrals in multicriteria decision makingEquivalence and compositions of fuzzy rationality measuresA general model for deriving preference structures from dataMCDM AGGREGATION MODEL USING SITUATIONAL ME-OWA AND ME-OWGA OPERATORSA new fuzzy resolution principle based on the antonymThe theoretical fundamentals of learning theory based on fuzzy complex random samplesASA and its application to multi-criteria decision makingDYNAMIC FUZZY OWA MODEL FOR EVALUATING THE RISKS OF SOFTWARE DEVELOPMENTGENERATION OF WEIGHTING TRIANGLES ASSOCIATED WITH AGGREGATION FUNCTIONSRevision of possibility distributions: A Bayesian inference patternFamilies of OWA operatorsFuzzy quantification: a state of the artType \(\langle 1,1\rangle\) fuzzy quantifiers determined by fuzzy measures on residuated lattices. I: Basic definitions and examplesFuzzy cardinality based evaluation of quantified sentencesRepresentation and fusion of heterogeneous fuzzy information in the 3D space for model-based structural recognition -- application to 3D brain imaging



Cites Work


This page was built for publication: Connectives and quantifiers in fuzzy sets