when d(f 1,f 2)<ε,the modeling problem has continuous dependence and harmoniablity about valued function.

The uniqueness of the generalized solution under corresponding initial and boundary value conditions as well as its continuous dependence on the initial value and the free term is proved.

Based on the Conception i·e·Continuous dependence and harmoniablity about Vaiued func-tions which are introduced by[1],In this paper we prove that mxn Fuzzy Matrix Game has thecontinuous dependence and harmoniablity about V alued functions.

In this paper, we discuss the continuous reliance on the known functions for the solutions of the Boundary Value Problems, study the normatization and stability of singular integral equations on a closed smooth curve.

In this paper,under the regular condition,we study the continuous reliance that the solution of the classical Riemamm boundary value problems depend on the coefficent functions on closed smooth curves.

By using an analogous argument,continuous dependence on the Soret coefficient is also proved.

This paper gives the generation of knowledge and [R] knowledge,gives the grain connection of knowledge and [R] knowledge;by the use of these concepts,this paper puts forward the generation dependency theorem of knowledge and [R] knowledge,the invariance principle of knowledge grain of knowledge plane and the invariance principle of the dependent direction of generation dependence.