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常曲率空间中有限点集的两类几何不等式
TWO CLASSES OF GEOMETRIC INEQUALITIES OF FINITE POINT SET IN SPACE WITH CONSTANT CURVATURE

常曲率空间中有限点集的两类几何不等式

ISSN:0255-7797
2006年第26卷第6期
杨世国 YANG Shi-guo
安徽教育学院数学系,安徽合肥,230061 Dept. of Math, Anhui Institute of Education, Hefei 230061, China

应用距离几何的理论与方法,研究了n维常曲率空间中有限点集的一些几何度量之间关系,建立了常曲率空间中有限点集的两类几何不等式,推广了已有的结果.

In this papar, we study the relations among some geometric metris for finite point sets in space with constant curvature by theory and method of distance geometry. Two clases of geometric inequalities of finite point sets in the space with constant curvature are established, and some known results are extened.

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ISSN:0255-7797
2006年第26卷第6期

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