论文标题
Kähler类正方形的Strominger系统
The Strominger system in the square of a Kähler class
论文作者
论文摘要
我们使用固定平衡类研究Strominger系统。我们表明，这是KählerMetric公制的班级，以满足所需条件的矢量捆绑系统的解决方案。解决方案是通过沿给定的同胞课内的一条路径构造的calabi-yau指标和一个Hermitian-yang-mills度量。
We study the Strominger system with fixed balanced class. We show that classes which are the square of a Kähler metric admit solutions to the system for vector bundles satisfying the necessary conditions. Solutions are constructed by deforming a Calabi-Yau metric and a Hermitian-Yang-Mills metric along a path inside the given cohomology class.
