An Objective Approach for Constructing a Membership Function Based on Fuzzy Harvda-Charvat Entropy and Mathematical Programming.
Takashi HasuikeHideki KatagiriPublished in: J. Adv. Comput. Intell. Intell. Informatics (2016)
Keyphrases
- mathematical programming
- membership functions
- fuzzy entropy
- fuzzy sets
- fuzzy logic
- fuzzy rules
- linear programming
- fuzzy membership functions
- fuzzy clustering
- fuzzy reasoning
- membership degree
- fuzzy controller
- fuzzy model
- fuzzy inference
- input variables
- fuzzy neural network
- goal programming
- fuzzy set theory
- rule base
- combinatorial optimization
- membership degrees
- subtractive clustering
- fuzzy partition
- fuzzy inference system
- membership values
- interval valued fuzzy sets
- fuzzy c means
- mixed integer linear
- multiple criteria
- artificial intelligence
- fuzzy modeling
- information granules
- expert systems
- pattern recognition
- decision making
- fuzzy measures
- fuzzy numbers
- vehicle routing problem
- simulated annealing
- rough sets
- information granulation
- data mining