论文标题
滤光的形态上的分子品种
Surjective morphisms onto subelliptic varieties
论文作者
论文摘要
我们证明，每种平滑的亚小节品种都可以从仿射空间中露出圆形的形态。该结果为Arzhantsev和Forstnerič的问题提供了部分答案。作为应用程序，我们表征了仿射空间之间形态的开放图像。我们还从仿射品种的零维亚化学的零差亚物质中获得了射流定理，以使下层状品种平滑。
We prove that every smooth subelliptic variety admits a surjective morphism from an affine space. This result gives partial answers to the questions of Arzhantsev and Forstnerič. As an application, we characterize open images of morphisms between affine spaces. We also obtain the jet interpolation theorem for morphisms from zero-dimensional subschemes of affine varieties to smooth subelliptic varieties.
