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首页> 外文期刊>Michigan Mathematical Journal >Intersections of Tautological Classes on Blowups of Moduli Spaces of Genus-1 Curves
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Intersections of Tautological Classes on Blowups of Moduli Spaces of Genus-1 Curves

机译:1类曲线的模空间爆破上的重言式类的交集

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摘要

Moduli spaces of stable curves and stable maps play a prominent role in algebraic geometry, symplectic topology, and string theory. Many geometric results have been obtained by using the fact that the moduli space M_(0,k)(P~n,d) of degree-d stable maps from genus-0 curves with k marked points into P~n is a smooth unidi-mensional orbivariety of the expected dimension. This is not the case for positive-genus moduli spaces M_(g,k)(P~n,d).
机译:稳定曲线和稳定图的模空间在代数几何,辛拓扑和弦论中起着重要作用。利用以下事实获得了许多几何结果,即从具有k个标记点的属0曲线到P〜n的d阶稳定图的模空间M_(0,k)(P〜n,d)是光滑的统一-预期维度的经度单调。对于正属模空间M_(g,k)(P〜n,d)并非如此。

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