模空间特殊层中亏格3曲线的分类
Classification of genus 3 curves in special strata of the moduli space
摘要：
我们描述的不变量的平面四次曲线-非超椭圆属3曲线在其典型的模型-由Dixlovan和Ohno确定的，与应用程序的分类与给定的结构曲线。特别是，我们确定模块方程的地层中的模空间$\Me_3$的平面四次曲线至少有7个hyperflexes，并获得计算表征这些地层中的曲线。
英文摘要：
We describe the invariants of plane quartic curves -- nonhyperelliptic genus 3 curves in their canonical model -- as determined by Dixmier and Ohno, with application to the classification of curves with given structure. In particular, we determine modular equations for the strata in the moduli space $\Me_3$ of plane quartics which have at least seven hyperflexes, and obtain an computational characterization of curves in these strata.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
