The Differential Properties Of The Jones Polynomial Of Hopf Links Which Consist Of Two Right Hand Trefoil Knot

On the basis of the discussion of the differential properties of the Jones of Hopf links which are consist of two trivial knots, this paper discusses the differential properties of the Jones polynomial and the properties of the polynomial invariants X(L),Φ(L) of Hopf links which are consist of two trefoil knots and Borromean ring by using the properties of Jones polynomial of knot further. K exponent derivative is calculated and their divisibility when t=1 is investigated. Especially,this paper gives the differential properties of the Jones polynomial of Hopf links which are consist of two right hand trefoil knots.