泊松曲面上布里奇兰模空间的光滑性与泊松结构
代数几何
2023-06-05 v2
摘要
设X是一个射影光滑全纯泊松曲面，换言之，其反典范除子是有效的。我们证明了X上某些布里奇兰稳定对象的模空间是光滑的。此外，我们在这些模空间上构造了泊松结构。
引用
@article{arxiv.1612.02729,
title = {Smoothness and Poisson structures of Bridgeland moduli spaces on Poisson surfaces},
author = {Chunyi Li and Xiaolei Zhao},
journal= {arXiv preprint arXiv:1612.02729},
year = {2023}
}
备注
We would like to thank Sergey Mozgovoy for pointing out a mistake in the first and journal version of this paper. Our result only holds for $H$ that is numerically parallel to $K_X$