Atiyah Jones conjecture for blown-up surfaces

Elizabeth Gasparim

Atiyah Jones conjecture for blown-up surfaces

代数几何 2008-03-04 v5 代数拓扑

作者: Elizabeth Gasparim

摘要

We show that if the Atiyah Jones conjecture holds for a surface $X,$ then it also holds for the blow-up of $X$ at a point. Since the conjecture is known to hold for ${\mathbb P}^2$ and for ruled surfaces, it follows that the conjecture is true for all rational surfaces.

引用

@article{arxiv.math/0403138,
  title  = {Atiyah Jones conjecture for blown-up surfaces},
  author = {Elizabeth Gasparim},
  journal= {arXiv preprint arXiv:math/0403138},
  year   = {2008}
}

备注

final version

相关论文

查看更多相关论文 →