non-countableadj.

Brit.

/nɒnˈkaʊntəbl/, U.S.

/nɑnˈkaʊn(t)əb(ə)l/

Origin: Formed within English, by derivation. Etymons: non- prefix, countable adj.

Etymology: < non- prefix + countable adj. Compare earlier uncountable adj.

Mathematics.

= non-denumerable adj.

ΚΠ

1911 Trans. Amer. Math. Soc. 12 290 A condensed set is one for which any non-countable set of elements gives rise to at least one point of condensation.

1950 P. B. Kershner & L. R. Wilcox Anat Math. xvii. 292 Theorem (17.5.5) provides the first demonstration of the existence of infinite non-countable sets.

1995 Jrnl. Risk & Insurance 62 741 The use of spectral density analysis supposes that any time series can be thought of as the sum of a noncountable infinite number of uncorrelated components.

This is a new entry (OED Third Edition, December 2003; most recently modified version published online March 2022).

单词	non-countable
释义	non-countableadj. Brit. /nɒnˈkaʊntəbl/, U.S. /nɑnˈkaʊn(t)əb(ə)l/ Origin: Formed within English, by derivation. Etymons: non- prefix, countable adj. Etymology: < non- prefix + countable adj. Compare earlier uncountable adj. Mathematics. = non-denumerable adj. ΚΠ 1911 Trans. Amer. Math. Soc. 12 290 A condensed set is one for which any non-countable set of elements gives rise to at least one point of condensation. 1950 P. B. Kershner & L. R. Wilcox Anat Math. xvii. 292 Theorem (17.5.5) provides the first demonstration of the existence of infinite non-countable sets. 1995 Jrnl. Risk & Insurance 62 741 The use of spectral density analysis supposes that any time series can be thought of as the sum of a noncountable infinite number of uncorrelated components. This is a new entry (OED Third Edition, December 2003; most recently modified version published online March 2022). < adj.1911
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