设G=<;V,E>;为无向图,u,v∈V,若u,v连通,则( )
A: d(u,v)>;0
B: d(u,v)=0
C: d(u,v)<;0
D: d(u,v)≥0
A: d(u,v)>;0
B: d(u,v)=0
C: d(u,v)<;0
D: d(u,v)≥0
举一反三
- 设G=<;V,E>;为无向图,[img=52x21]17e0ab1cfb60906.png[/img],若u,v连通,则( ) A: d(u,v)>;0 B: d(u,v)=0 C: d(u,v)<;0 D: d(u,v)≥0
- u、v为点对应三角形的重心坐标,以下哪种情况为点在三角形内部 A: 0 <= u <= 1 且 0 <= v <= 1 B: 1 <= u 且 1 <= v C: 0 = u 且 0 = v D: 0 >= u 且 0 >= v
- $u$, $v\in E^3$, $u=(0,-1,1),v=(1,-1,-1)$. What is $||u \times v||^2$:<br/>______
- $u$, $v\in E^3$, $u=(0,-1,1),v=(1,-1,-1)$. What is $\langle{u,v}\rangle$:<br/>______
- 设|u〉、|v〉为态矢量,〈u|u〉及〈v|v〉有限,证明Tr|u〉〈v|=〈v|u〉, Tr|u〉〈u|=〈u|u〉