论文标题
复杂平面曲线奇点的拓扑zeta函数
Topological zeta functions of complex plane curve singularities
论文作者
论文摘要
我们研究复杂平面曲线奇异性的拓扑Zeta功能，并使用曲折的修改和进一步的发展。作为研究方法的应用，我们证明拓扑Zeta函数是复杂平面曲线奇点的拓扑不变，我们给出了平面曲线的单一构想猜想的简短和新证明。
We study topological zeta functions of complex plane curve singularities using toric modifications and further developments. As applications of the research method, we prove that the topological zeta function is a topological invariant for complex plane curve singularities, we give a short and new proof of the monodromy conjecture for plane curves.
