“…The development and achievement of rough set theory are outstandingly manifested in various deformation and generalization of generalized rough set models [2][3][4][5][6][7][8] from the initial classical rough set model. Rough function model [9][10][11] is one of the important generalized rough set models, which are constructed by generalizing rough set theory to real numbers field and study mathematical analysis problems such as rough numbers [9,12,13] , rough continuousness [10,11,14,15] , rough calculus [10,11,[15][16][17][18][19] , rough differential equations [10,11] , etc.. Rough function model, based on rough set theory, is a more effective mathematical tool and technical means transacting indefinite and incomplete knowledge.…”