关于C^n空间中有界域上光滑函数的一种积分表示与α-方程的解

AN INTEGRAL FORMULA OF SMOOTH FUNCTION ON A BOUNDED DOMAIN IN C n AND THE SOLUTION OF -EGUATION

得到Ｃｎ空间中有界域上光滑函数的一种含有全纯核及可微分核的积分表示，这个公式的特点是积分核中有两个独立的实参数ｐ，ｑ可供任意选择，它的取值范围是２≤ｐ，ｑ＜＋∞，利用这个公式，我们可以进一步得到有界域上－方程局部解的一种积分表示，而且它在含参数的局部意义下。

An integral formula of smooth functions which containing holomorphic kernel and differentiable kernel on a bounded domain in C n is obtained.The characterstic property of this formula is that there are two independent porameters p and q,2≤p,q<+∞.By this formula,the author obtains an integral formala of the local solution of -equation on a bounded domain.And there exist simple uniform estimates in the sense of parametrization.