| 单词 |
maximum-value theorem |
| 释义 |
maximum-value theorem maximum-value theorem[¦mak·sə·məm ′val·yü ‚thir·əm] (mathematics) The theorem that there is a point in the domain of a real-valued function at which the function has its greatest value if this domain is compact. |
| 随便看 |
- robinson, randall
- robinson ray
- robinson, robert
- robinson, robert a
- robinson, robert a.
- robinsons
- robinson-schensted-knuth
- robinsons homes, inc
- robinsons inn, inc.
- robinson, sir john beverley
- robinson, sir robert
- robinson's land corporation
- robinson's lemon barley water
- robinson, smokey
- robinson spinal arthrodesis
- robinson, spottswood william, iii
- robinsons properties marketing and management corporation
- robinsons realty and management corporation
- robinson, stafford and rude, inc.
- robinson state park
- robinson, sugar ray
- robinson syndrome
- robinson, theodore
- robinson, wilbert
- robinson, (william) heath
|