关于旁心单形与切点单形体积的不等式

Inequalities for volumes of escenters simplex and tangent points simplex

应用几何不等式的理论与方法研究了n维欧氏空间En中n维单形的旁心单形与切点单形之间体积关系,建立旁心单形与切点单形体积之间的一个几何不等式.

Using theory and method of geometric inequalities, the relation for volumes of escenters simplex and tangent points simplex of an n -simplex in E^n are discussed,and an inequality for volumes of escenters simplex and tangent points simplex is established.