C^(n)中a-方程的积分解算子的局部C^(k)-边界正则性

THE LOCAL C^(k)-BOUNDARY REGULARITY OF INTEGRAL SOLUTION OPERATORS OF THE a-EQUATIONS IN C^(n)

研究了闭(p,q)-形式的Koppelman-Leray算子的性质,得到了C^n中方程的积分解算子的局部C^k-边界正则性,推广了文[1]的结果。

In this paper, the properties of (?) -closed (p,q)-forms Koppelman-Leray operators is discussed and, as a generation of [1], the locally Ck-boundary regularity of integral solution operators of the (?) -equations in Cn has obtained.