2017
DOI: 10.1016/j.cie.2017.05.032
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Investigation on objective function and assessment rule in fuzzy regressions based on equality possibility, fuzzy union and intersection concepts

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Cited by 14 publications
(2 citation statements)
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“…The linear and polynomial regression can be easily obtained by solving a least-squares problem; however, other regression methods can be used to adjust the curve, such as lasso, ridge, and fuzzy regression [40,41]. While lasso and ridge regression can be used to better select the features that represent the model, fuzzy regression can be used to consider the uncertainties of the coefficients in a linear regression (i.e., when the relationship between model parameters are vague) [42].…”
Section: Parameter Optimizationmentioning
confidence: 99%
“…The linear and polynomial regression can be easily obtained by solving a least-squares problem; however, other regression methods can be used to adjust the curve, such as lasso, ridge, and fuzzy regression [40,41]. While lasso and ridge regression can be used to better select the features that represent the model, fuzzy regression can be used to consider the uncertainties of the coefficients in a linear regression (i.e., when the relationship between model parameters are vague) [42].…”
Section: Parameter Optimizationmentioning
confidence: 99%
“…For instance, it could be investigated the use of more sophisticated objective functions which will contain both the centers and the widths of the fuzzy coefficients. Hence, a new objective function could try either to increase the possibility of equality between the observations and fuzzy intervals (Shakouri et al, 2017) or could incorporate simultaneously with the fuzzy spreads the sum of possibility grade in the objective function (Yoshiyuki, 2017). Alternatively, ideas from goal programming could be applied in order to reduce the impact of outliers (Kitsikoudis et al, 2016) and hence, the objective function is changed accordingly.…”
Section: Application In Case Of Annual Rainfall Time Seriesmentioning
confidence: 99%