论文标题
对周期地图的satake-baily-borel的类似物
Analog of Satake-Baily-Borel for period maps
论文作者
论文摘要
我们提出了一个类似物的类似物 - 骨 - 骨 - 骨紧凑型和borel的延伸定理，以进行任意时期图。提出的模拟被构造为周期图的适当拓扑完成。猜想的是，构造是投影代数，并且将猜想降低到某个扩展问题。
We propose an analog of the Satake--Baily--Borel compactification and Borel's extension theorem for arbitrary period maps. The proposed analog is constructed as a proper topological completion of the period map. It is conjectured that the construction is projective algebraic, and the conjecture is reduced to a certain extension problem.
