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count·able ˈnoun SAM.

countable noun

Enojezični primeri (nepregledani od uredništva PONS)

angleščina
In discrete mathematics, countable sets (including finite sets) are the main focus.
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There are really two conditions: the "upwards" and "downwards" countable chain conditions.
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The rationals are characterized topologically as the unique countable metrizable space without isolated points.
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The amoeba order satisfies the countable chain condition.
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Discrete mathematics is the study of countable structures.
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A grammatical distinction is often made between count (countable) nouns such as "clock" and "city", and non-count (uncountable) nouns such as "milk" and "decor".
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If the axiom of choice holds, then a set is infinite if and only if it includes a countable infinite subset.
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Every countable limit ordinal requires replacement for its construction analogously to 2.
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An equivalent condition is that countable unions of closed sets are closed.
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The set of discontinuities of a monotonic function is at most countable.
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