microcontinuous造句
例句与造句
- In terms of microcontinuity defined in the previous section, this can be stated as follows : a real function is uniformly continuous if its natural extension f * is microcontinuous at every point of the domain of f *.
- Example 1 : a function " f " is uniformly continuous on the semi-open interval ( 0, 1 ], if and only if its natural extension f * is microcontinuous ( in the sense of the formula above ) at every positive infinitesimal, in addition to continuity at the standard points of the interval.
- Example 2 : a function " f " is uniformly continuous on the semi-open interval [ 0, " ) if and only if it is continuous at the standard points of the interval, and in addition, the natural extension " f " * is microcontinuous at every positive infinite hyperreal point.
- It's difficult to find microcontinuous in a sentence. 用microcontinuous造句挺难的