��������Malliavin΢�ֵ������о��˵������΢�ַ��̵Ľ�$(y,z)$,
��������$y$��Malliavin΢�ֵõ���һ�ֱȽ�$z$�ķ���,
Ȼ�����ø÷����õ��˺����������Ԫ�ĵ������΢�ַ��̵Ĺ���������.

In this paper, the theory of Malliavin
derivative has been applied to explore the solution $(y,z)$ of
BSDEs. First a method of comparing part $z$ has been got via the
Malliavin derivative of  part $y$. As an application of this method,
comonotonic theorems of BSDEs, which consist of stochastic
generators, have been obtained.