Multiple-Source Approximation Systems:Membership Functions and Indiscernibility
The work presents an investigation of multiple-source approximation systems,which are collections of Pawlak approximation spaces over the same domain.We particularly look at notions of definability of sets in such a collection μ.Some possibilities for membership functions in μ are explored.Finally,a relation that reflects the degree to which objects are (in)discernible in μ is also presented.
Approximation spaces Rough sets Rough membership functions
Md.Aquil Khan Mohua Banerjee
Department of Mathematics and Statistics Indian Institute of Technology,Kanpur 208 016,India
国际会议
成都
英文
80-87
2008-05-17(万方平台首次上网日期,不代表论文的发表时间)