论文标题
迈向$ h_ \ ast的最小模型（\ overline {\ mathcal {m}}）$
Toward a minimal model for $H_\ast(\overline{\mathcal{M}})$
论文作者
论文摘要
模块化的$ h_ \ ast（\ overline {\ Mathcal {m}} _ {g，n}）$ deligne-mumford compactification的同源性模量尖端的riemann表面模量空间的同源性具有最小的模型空间上的高级同事操作，该模型最少$ h_ \ ast（\ Mathcal {m} _ {g，n}）$。利用Getzler的椭圆关系，我们对如此高的运营的第一家族进行了明确的结构。
The modular operad $H_\ast(\overline{\mathcal{M}}_{g,n})$ of the homology of Deligne-Mumford compactifications of moduli spaces of pointed Riemann surfaces has a minimal model governed by higher homology operations on the open moduli spaces $H_\ast(\mathcal{M}_{g,n})$. Using Getzler's elliptic relation, we give an explicit construction of the first family of such higher operations.
