A Discussion of Attribute Reduction in Fuzzy Rough Sets Using Support Vector Machine

Author(s):  
Eric. C.C. Tsang ◽  
Degang Chen ◽  
Suyun Zhao ◽  
Qiang He
2013 ◽  
Vol 805-806 ◽  
pp. 114-120 ◽  
Author(s):  
Hua Wei Mei ◽  
Juan Juan Ma

To diminish the effect of photovoltaic (PV) randomization on the power system, combining attribute reduction of rough set with support vector machine (SVM) regression theory, this paper applies SVM regression to directly forecast the output of the PV array, and is based on setting rough set as front-end processor and attribute reduction of historical data. According to the type of forecasting day, this paper selects multiple reasonable similar days (SD) from historical data and uses RS-SVR model to make predication. After repeated accuracy verification, the text used radial basis function as kernel function, and use parametric search and cross-validation method to determine the parameters. Finally, this paper compared average relative error of the RS-SVR forecasting model and SVR forecasting model, and verified that the RS-SVR forecasting model can effectively solve the problem of PV power output forecasting and obtain satisfactory results.


Author(s):  
Zhong Yuan ◽  
Hongmei Chen ◽  
Tianrui Li ◽  
Zeng Yu ◽  
Binbin Sang ◽  
...  

Author(s):  
Robert K. Nowicki ◽  
Konrad Grzanek ◽  
Yoichi Hayashi

AbstractThe paper presents the idea of connecting the concepts of the Vapnik’s support vector machine with Pawlak’s rough sets in one classification scheme. The hybrid system will be applied to classifying data in the form of intervals and with missing values [1]. Both situations will be treated as a cause of dividing input space into equivalence classes. Then, the SVM procedure will lead to a classification of input data into rough sets of the desired classes, i.e. to their positive, boundary or negative regions. Such a form of answer is also called a three–way decision. The proposed solution will be tested using several popular benchmarks.


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