Examples of using Countable in English and their translations into Chinese
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Programming
Therefore R is countable.
Serendipity(countable and uncountable; plural serendipities).
Returns the number of elements in array_or_countable.
But, more generally, any countable limit ordinal has cofinality ω.
First, we want to show that the set of computer programs is countable.
But, more generally, any countable limit ordinal has cofinality ω.
Animals exist there in relatively small(and thus, countable) numbers.
It states that any countable collection of non empty sets must have a choice function.
Some steps of this protocol are critical for obtaining countable colonies and adequate data.
This is the set of countable ordinals ω1, which can itself be shown to be uncountable.
If var is not an array or an object with implemented Countable interface, 1 will be returned.
Countable choice(C. C): Every countable family of nonempty sets has a choice function.
However, the division between uncountable and countable nouns is more ambiguous than in English.
Thus the first-order theory of real numbers and sets of real numbers has many models,some of which are countable.
Swift calls these more capable ranges countable because only they can be iterated over.
For objects, if you have SPL installed, you can hook into count()by implementing interface Countable.
Accordingly, if the countable base consists entirely of finite elements, we obtain an order that is ω-algebraic.
A Hausdorff uniform space ismetrizable if its uniformity can be defined by a countable family of pseudometrics.
The interface has exactly one method, Countable::count(), which returns the return value for the count() function.
The definition of boundedness can be weakened a bit;E is bounded if and only if every countable subset of it is bounded.
The interface has exactly one method, Countable::count(), which returns the return value for the count() function.
The YARN resource modelhas been generalized to support user-defined countable resource types beyond CPU and memory.
Although the axiom of countable choice in particular is commonly used in constructive mathematics, its use has also been questioned.
The columns correspond to the two range operators we saw above, which create a[Countable]Range(half-open) or a[Countable]ClosedRange(closed), respectively.
(If X is a countable complete metric space with no isolated points, then each singleton{x} in X is nowhere dense, and so X is of first category in itself.).
Also: if a non-empty complete metric space is the countable union of closed sets, then one of these closed sets has non-empty interior.
Since this set of programs is a subset of a countable set, we have that the set of JavaScript programs is countable.