“…When F ( d i , q i , b i , X ) is 1, F ( x i , y i , z i ) can be expressed by the adjustment factor distribution function Cauthy (0, 1). When F ( d i , q i , b i , X ) is 0, the external uncertainty of physical exercise is the highest; otherwise, the uncertainty is the lowest Gao et al [ 14 ]. Because the two sides of Cauthy (0, 1) tend to an extreme value slowly, its distribution speed is less than Gauss (0, 1), thus reducing the uncertainty of physical exercise.…”