The WeightedSum class is a WeightedDefuzzifier that computes the weighted sum of a fuzzy set represented in an Aggregated Term.
More...
#include <WeightedSum.h>
The WeightedSum class is a WeightedDefuzzifier that computes the weighted sum of a fuzzy set represented in an Aggregated Term.
- Author
- Juan Rada-Vilela, Ph.D.
- See also
- WeightedSumCustom
-
WeightedAverage
-
WeightedAverageCustom
-
WeightedDefuzzifier
-
Defuzzifier
- Since
- 4.0
Definition at line 37 of file WeightedSum.h.
◆ WeightedSum() [1/2]
◆ WeightedSum() [2/2]
fl::WeightedSum::WeightedSum |
( |
const std::string & |
type | ) |
|
|
explicit |
◆ ~WeightedSum()
virtual fl::WeightedSum::~WeightedSum |
( |
| ) |
|
|
virtual |
◆ className()
virtual std::string fl::WeightedSum::className |
( |
| ) |
const |
|
virtual |
Returns the name of the class of the defuzzifier.
- Returns
- the name of the class of the defuzzifier
Implements fl::Defuzzifier.
◆ clone()
Creates a clone of the defuzzifier.
- Returns
- a clone of the defuzzifier
Implements fl::Defuzzifier.
◆ complexity()
virtual Complexity fl::WeightedSum::complexity |
( |
const Term * |
term | ) |
const |
|
virtual |
Computes the complexity of defuzzifying the given term.
- Parameters
-
term | is the term to defuzzify |
- Returns
- the complexity of defuzzifying the given term
Implements fl::Defuzzifier.
◆ constructor()
◆ defuzzify()
Computes the weighted sum of the given fuzzy set represented as an Aggregated Term as \(y = \sum_i{w_iz_i} \), where \(w_i\) is the activation degree of term \(i\), and \(z_i = \mu_i(w_i) \).
From version 6.0, the implication and aggregation operators are not utilized for defuzzification.
- Parameters
-
term | is the fuzzy set represented as an AggregatedTerm |
minimum | is the minimum value of the range (only used for Tsukamoto) |
maximum | is the maximum value of the range (only used for Tsukamoto) |
- Returns
- the weighted sum of the given fuzzy set
Implements fl::Defuzzifier.
The documentation for this class was generated from the following file: