模空间,参模空间
In this paper we study the moduli space of surfaCes with one family ( or two families) Of spherical lines of curVature in R3 by use of E. Cartan's theory of exterior differential systems.
用E.Cartan的外微分系统理论,研究了R3中一族(或两族)曲率线为球而曲线的曲面的模空间。
The Discreteness of Isometric Subgroups Acting on Hyperbolic Space and the Moduli Space of Quadruples of Points
双曲空间上等距子群的离散性与四点对的模空间
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