This paper aims to introduce an effective method for improving rough set approximation accuracy. Considering the j-neighborhood space, the lower and upper approximation operators are defined and their fundamental properties are obtained. The approximations are constructed in four different approaches. Comparison between the accuracy of these four types of approximations is imposed and the best one is defined
Embaby, O. A., & Toumi, N. A. (2017). A Method for Improving Rough Set Approximation Accuracy in terms of j-Neighborhood Spaces. Delta Journal of Science, 38(1), 43-52. doi: 10.21608/djs.2017.139424
MLA
O. A. Embaby; Nadya. A. Toumi. "A Method for Improving Rough Set Approximation Accuracy in terms of j-Neighborhood Spaces", Delta Journal of Science, 38, 1, 2017, 43-52. doi: 10.21608/djs.2017.139424
HARVARD
Embaby, O. A., Toumi, N. A. (2017). 'A Method for Improving Rough Set Approximation Accuracy in terms of j-Neighborhood Spaces', Delta Journal of Science, 38(1), pp. 43-52. doi: 10.21608/djs.2017.139424
VANCOUVER
Embaby, O. A., Toumi, N. A. A Method for Improving Rough Set Approximation Accuracy in terms of j-Neighborhood Spaces. Delta Journal of Science, 2017; 38(1): 43-52. doi: 10.21608/djs.2017.139424