摘要
Lm,E是Kahler t形M上Hermite丛E第m阶Cauchy－Riemann算子,给定一定条件,Lm,E是L1,E的多项式．当考虑M是黎曼面时,得到公式(16)．当E为Bn 的典范线丛,证明了Lm。
Let Lm,E be the mth order invariant Cauchy-Riemann operators on Hermitian bun-dles E over Kahler manifold M, given some conditions, Lm,E will be the polynomials of L1,E.In the paper, formula (16) is obtained when Riemannian surfaces are considered; and sup-pose E is the canonical bundle over Bn, then the following formula holds:
