1) radius of ex sphere
旁径
2) radius of escribed sphere
旁切球半径
1.
By using control inequality theory,some geometric inequalities are established,which involve the inradius,radius of escribed sphere and altitudes of simplex in n-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。
3) radius of escribed circle
旁切圆半径
1.
Two inequalities about radius of escribed circle and bisector of angle;
关于旁切圆半径和角平分线的两个不等式
4) the radius of the escribed hyperesphere
旁切超球半径
1.
inequality concerning to the volume and the radius of the escribed hyperesphere for an n-simplex.
首先给出了任意2个单形之间的一种度量,使得全体n维单形集合成为一个度量空间,然后证明了涉及n维单形体积和旁切超球半径的Jani'c R。
5) Paraventriculo-spinal pathway
室旁核-脊髓径路
6) alternative pathway of complement
补体旁路(途径)
补充资料：旁旁
1.强壮有力貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条