Specification Of Discrete Amendments To The Heisenberg Ferromagnetic Chain Equation Equivalent Study

Integrable discrete systems have been of general interest.For the discrete integrable Heisenberg ferromagnet(HF) equation,it has been widely investigated. Recently,the discrete modified HF equations have received considerable attention. It is known that the geometric equivalent integrable differential-difference equations can be obtained by identifying the spin vector of discrete modified HF equations with the unit vectors of discrete curve in Minkowski space.In this paper,we'll investigate the gauge equivalence between a discrete modified HF equation and an integrable differential-difference equation.