论文标题
派生的模量和推杆
Derived moduli of sections and push-forwards
论文作者
论文摘要
我们介绍了由Chang-Li定义的部分的模量空间的衍生增强，并计算其切线复合物。该模量空间的特殊情况包括稳定的地图和稳定的准图。作为应用程序，我们证明了射击空间的G理论稳定地图和准图像不变性相等。
We introduce a derived enhancement of the moduli space of sections defined by Chang-Li, and we compute its tangent complex. Special cases of this moduli space include stable maps and stable quasi-maps. As an application, we prove that G-theoretic stable map and quasi-map invariants of projective spaces are equal.
