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A new nonlinear classifier with a penalized signed fuzzy measure using effective genetic algorithm
5 references·0 citing·18 second hop
A new nonlinear classifier with a penalized signed fuzzy measure using effective genetic algorithm (2009)A new nonlinear classifier with a penaliz…Classification by nonlinear integral projections (2003)Classification by nonlinear i…Nonlinear nonnegative multiregressions based on Choquet integrals (2000)Nonlinear nonnegative multire…Improved feature selection and classification by the 2-additive fuzzy measure (1999)Improved feature selection an…Genetic algorithms for determining fuzzy measures from data (1998)Genetic algorithms for determ…Fuzzy Measure Theory (1992)Fuzzy Measure TheoryUsing Neural Networks to Determine Sugeno Measures by Statistics (1997)Real-valued Choquet integrals with fuzzy-valued integrand (2005)An Empirical Study of Statistical Properties of the Choquet and Sugeno Integrals (2008)FUZZY OPERATOR TREES FOR MODELING RATING FUNCTIONS (2009)17. A Value for n-Person Games (1953)A value for n -person games (1988)Decisions with Multiple Objectives (1993)A Short Survey on the Usage of Choquet Integral and its Associated Fuzzy Measure in Multiple Attribute Analysis (2015)k -maxitive fuzzy measures: A scalable approach to model interactions (2017)A Knowledge-Based Risk Measure From the Fuzzy Multicriteria Decision-Making Perspective (2018)Choquet integrals of weighted intuitionistic fuzzy information (2009)Intuitionistic fuzzy Choquet integral operator for multi-criteria decision making☆ (2009)Some Hesitant Fuzzy Aggregation Operators with Their Application in Group Decision Making (2011)Applying fuzzy measures and nonlinear integrals in data mining (2005)2-Additive Capacity Identification Methods From Multicriteria Correlation Preference Information (2015)A Choquet integral based fuzzy logic approach to solve uncertain multi-criteria decision making problem (2020)Constructing fuzzy measures in expert systems (1997)Green supplier selection for sustainable development of the automotive industry using grey decision‐making (2018)
this work references cited by second hop

References

  • 1992Fuzzy Measure Theory1,241 cited
  • 1998Genetic algorithms for determining fuzzy measures from data102 cited
  • 2003Classification by nonlinear integral projections89 cited
  • 1999Improved feature selection and classification by the 2-additive fuzzy measure66 cited
  • 2000Nonlinear nonnegative multiregressions based on Choquet integrals47 cited

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