论文标题
紧凑的Riemann表面的扭曲不变
A twisted invariant of a compact Riemann surface
论文作者
论文摘要
我们介绍了Kawazumi-Zhang不变的$ a_g（c）=φ（c）紧凑型Riemann表面$ c $ g \ geq 1 $的$ c $ c $，并讨论它与第一个Mummorta-Morita-Moritler class $ e_1 =κ_1=κ___1$ compact Rimann surfaz and surfaz and the Modimans and the Modem-surf surf compact Rii-surf surf and the Modem-e _1不变。
We introduce a twisted version of the Kawazumi-Zhang invariant $a_g(C) = φ(C)$ of a compact Riemann surface $C$ of genus $g \geq 1$, and discuss how it is related to the first Mumford-Morita-Milller class $e_1 = κ_1$ on the moduli space of compact Riemann surfaces and the original Kawazumi-Zhang invariant.
