(2 +1)-dimensional Integrable Non-prolongation Structure Of The Uniform Heisenberg Ferromagnetic Chain Equation

In this paper,by using the prolongation structure theory proposed by Morris, we give a (2+l)-dimensional integrable inhomogeneous Hesisenberg ferromagnet equa-tion,namely,the inhomogeneous Myrzakulov I equation.Through the motion of Minkowski space curves endowed with an additoional spatial variable,its geometrical equivalent counterpart is also presented.