“…And Yao and Lin [10,11] presented a graded rough set model (GRS) from the absolute quantitative point of view. Moreover, many other models have also been proposed, such as rough set models based on arbitrary binary relations [12][13][14]40], rough set models based on incomplete systems [15][16][17]43], covering rough sets [18][19][20], rough fuzzy sets and fuzzy rough sets [21,42,44], variable precision rough sets [22,23], etc. Through loosening the strict definition of the approximations in Pawlak's rough set model, these models enrich the application scope of rough set theory.…”