Interpolative reasoning methods do not only help reduce the complexity of fuzzy models hut also make inference in sparse-rule based systems possible. This paper presents an interpolative reasoning method by exploiting the center of gravity (COG) property of the fuzzy sets concerned. The method works by first constructing a new inference rule via manipulating two given adjacent rules, and then by using similarity information to convert the intermediate inference results into the final derived conclusion. Two transformation operations are introduced to support such reasoning, which allow the COG of a fuzzy set to remain unaltered before and after the transformation, Results of experimental comparisons are provided to reflect the su...
The efficacious fuzzy rule based systems perform their tasks with either a dense rule base or a spar...
Fuzzy interpolative reasoning has been extensively studied due to its ability to enhance the robustn...
Fuzzy interpolation offers the potential to model problems with sparse rule bases, as opposed to den...
Interpolative reasoning methods is a reasoning technique that is designed to deal with reasoning in ...
Interpolative reasoning does not only help reduce the complexity of fuzzy models but also makes infe...
Interpolative reasoning does not only help reduce the complexity of fuzzy models but also makes inf...
This paper generalises the previously proposed interpolative reasoning method [5] to cover interpola...
Interpolative reasoning method is a reasoning technique, which is designed to deal with reasoning in...
The design of effective rule based systems is a main goal of development in fuzzy logic and systems....
Fuzzy inference systems provide a simple yet effective solution to complex non-linear problems, whic...
This paper generalises the previously proposed interpolative reasoning method 151 to cover interpol...
Fuzzy interpolation does not only help to reduce the complexity of fuzzy models, but also makes infe...
Fuzzy interpolative reasoning offers the potential to model problems using sparse rule bases, as opp...
Fuzzy rule interpolation (FRI) is of particular significance for reasoning in the presence of insuff...
Fuzzy rule interpolation (FRI) makes inference possible when dealing with a sparse and imprecise rul...
The efficacious fuzzy rule based systems perform their tasks with either a dense rule base or a spar...
Fuzzy interpolative reasoning has been extensively studied due to its ability to enhance the robustn...
Fuzzy interpolation offers the potential to model problems with sparse rule bases, as opposed to den...
Interpolative reasoning methods is a reasoning technique that is designed to deal with reasoning in ...
Interpolative reasoning does not only help reduce the complexity of fuzzy models but also makes infe...
Interpolative reasoning does not only help reduce the complexity of fuzzy models but also makes inf...
This paper generalises the previously proposed interpolative reasoning method [5] to cover interpola...
Interpolative reasoning method is a reasoning technique, which is designed to deal with reasoning in...
The design of effective rule based systems is a main goal of development in fuzzy logic and systems....
Fuzzy inference systems provide a simple yet effective solution to complex non-linear problems, whic...
This paper generalises the previously proposed interpolative reasoning method 151 to cover interpol...
Fuzzy interpolation does not only help to reduce the complexity of fuzzy models, but also makes infe...
Fuzzy interpolative reasoning offers the potential to model problems using sparse rule bases, as opp...
Fuzzy rule interpolation (FRI) is of particular significance for reasoning in the presence of insuff...
Fuzzy rule interpolation (FRI) makes inference possible when dealing with a sparse and imprecise rul...
The efficacious fuzzy rule based systems perform their tasks with either a dense rule base or a spar...
Fuzzy interpolative reasoning has been extensively studied due to its ability to enhance the robustn...
Fuzzy interpolation offers the potential to model problems with sparse rule bases, as opposed to den...