Stein流形上Koppelman-Leray-Norguet公式的拓广

A Generalization of the Koppelman-Leray-Norguet Formula on Stein Manifolds

得到Stein流形上 (p ,q)型微分形式的Koppelman Leray Norguet公式的一个拓广式 .该拓广式的特点是含有可供选择的实参数m ,m =2 ,3,… ,N(N <+∞ ) ,由该拓广式 ,可得到Stein流形上 方程的含实参数m的连续解 .

A generalization of the Koppelman Leray Norguet formula for (p,q) forms on D is obtained. The characteristic of this formula is that there is a real parameter m,m=2,3,...,N(N<+∞) that can be chosen freely. By means of this formula, we can obtain a parameterized continuous solution of the  equation on D .