Some geometric inequalities on metric addition simplex which volume and radius of circumscribed sphere are obtained. As its application, some important corollaries are given.
本文获得了一类关于度量加单形的体积和外接超球半径的几何不等式，作为其应用，给出了一些重要的推论。
As its applications, we obtained a construction theorem about a simplex and a geometric inequality about middle sections of a simplex.
本文给出关于单形极集的两个几何不等式，作为其应用·获得单形的一个构造定理和关于单形中面的一个几何不等式。
By using control inequality theory, some geometric inequalities are established, which involve the inradius, radius of escribed sphere and altitudes of simplex inn-dimensional Euclidean spac.
利用控制不等式理论，建立了涉及单形内切球半径、旁切球半径和高的几个不等式。
By using control inequality theory, some geometric inequalities are established, which involve the inradius, radius of escribed sphere and altitudes of simplex inn-dimensional Euclidean spac.
利用控制不等式理论，建立了涉及单形内切球半径、旁切球半径和高的几个不等式。
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