论文标题
多种产品的多种产品
Multiple products of meromorphic functions
论文作者
论文摘要
令$ \ mathfrak g $为无限二维的代数，而$ g $是$ \ mathfrak g $ -module的代数完成。使用Riemann Sphere的Schottky均匀化的几何模型，以获得更高的Riemann表面，我们根据$ G $的元素和具有规定的分析性能，构建了共晶算子的参数扩展家族。
Let $\mathfrak g$ be an infinite-dimensional Lie algebra, and $G$ be the algebraic completion of a $\mathfrak g$-module. Using the geometric model of Schottky uniformization of Riemann sphere to obtain a higher genus Riemann surface, we construct a family of parametric extensions of coboundary operators for the double complexes of meromorphic functions depending on elements of $G$, and possessing prescribed analytic properties.
