论文标题
模块化形式通过不变理论
Modular forms via invariant theory
论文作者
论文摘要
我们讨论了两个简单但有用的观察结果，允许使用不变理论从给定形式构建模块化形式。第一个处理椭圆形的模块化形式及其衍生物，并概括了Rankin-Cohen支架，而第二个则处理属于属的矢量值模块化形式的属。
We discuss two simple but useful observations that allow the construction of modular forms from given ones using invariant theory. The first one deals with elliptic modular forms and their derivatives, and generalizes the Rankin-Cohen bracket, while the second one deals with vector-valued modular forms of genus greater than one.
