|
关注：1
2013-05-23 12:21
求翻译：为使之共存，构建了一个由最小二乘逼近为实体，切比雪夫最佳逼近和最小一乘逼近为两个极端位的“最佳逼近区域”，是什么意思？ 待解决
 悬赏分：1
- 离问题结束还有
为使之共存，构建了一个由最小二乘逼近为实体，切比雪夫最佳逼近和最小一乘逼近为两个极端位的“最佳逼近区域”，
问题补充： |
|
2013-05-23 12:21:38
So that co-exist, to build a least squares approximation for the entities cut than the Chebyshev best approximation and least absolute approximation to the two extremes of the "best approximation region."
|
|
2013-05-23 12:23:18
In order for the Coexistence and built a one from the most small 2 for the entity, multiplied by approaching all than Yukio best is approaching and the smallest one multiplied by approaching the two extremes of "best approached, regional "
|
|
2013-05-23 12:24:58
In order to cause it coexistence, as soon as constructed one by smallest two to ride approaches for the entity, Chebyshev optimal approximation and smallest rides approaches is two extreme positions “the optimal approximation region”,
|
|
2013-05-23 12:26:38
To enable the coexistence of, built a least squares approximation for the entity, than snow's best approximation and least squares approximation to the two extremes of "best approximation",
|
|
2013-05-23 12:28:18
|
湖北省互联网违法和不良信息举报平台 | 网上有害信息举报专区 | 电信诈骗举报专区 | 涉历史虚无主义有害信息举报专区 | 涉企侵权举报专区
