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convergence in measure
释义
convergence in measure
convergence in measure
[
kən′vər·jəns in ′mezh·ər
]
(mathematics)
A sequence of functions ƒ
n
(
x
) converges in measure to ƒ(
x
) if given any ε > 0, the measure of the set of points at which |ƒ
n
(
x
) - ƒ(
x
) | > ε is less than ε, provided
n
is sufficiently large.
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更新时间:2026/6/22 0:15:47