Squeezing infinitely many real Numbers into a finite number of bits requires an approximate representation.
挤压无限多的实数到有限数量的部分需要一个近似表示。
Finally, through the approximate analysis, the approximate representation on the rotation tensor and stretch tensor is proposed.
最后通过近似分析,给出了在小变形中等转动情况下转动张量和伸长张量的近似表示。
The inclusion relation of topologies is used to recognize the theory of reduction in consistent approximate representation space.
从拓扑的包含关系这一全新的视角进一步认识协调近似表示空间的属性约简理论。
应用推荐