surface of zero curvature
surface of zero curvature
[¦sər·fəs əv ′zir·ō ‚kər·və·chər] (mathematics)
A surface whose Gaussian curvature is zero at every point.
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A particle may, with a probability of measure 0 in a finite proper time, reach a surface of zero curvature with infinite proper velocity and remain there for infinitesimal time.
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