Hypercohomologies of truncated twisted holomorphic de Rham complexes
arXiv:1909.00368 · doi:10.1007/s10455-020-09711-y
Abstract
We investigate the hypercohomologies of truncated twisted holomorphic de Rham complexes on (not necessarily compact) complex manifolds. In particular, we generalize Leray-Hirsch, Künneth and Poincaré-Serre duality theorems on them. At last, a blowup formula is given, which affirmatively answers a question posed by Chen, Y. and Yang, S. in \cite{CY}.
16 pages