# countably

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Related to countably: Countably additive, Countably compact

## count·a·ble

(koun′tə-bəl)
1. Capable of being counted: countable items; countable sins.
2. Mathematics Capable of being put into a one-to-one correspondence with the positive integers.

count′a·bil′i·ty n.

## countably

(ˈkaʊntəblɪ)
in a countable manner
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References in periodicals archive ?
There is a finite number of incumbents and a countably infinite number of outside companies that can enter the market at cost c.
Shahzad: Convergence theorems for equilibrium problem, variational inequality problem and countably infinite relatively quasi-nonexpansive mappings, Appl.
x] = {v [member of] V: v(x) [member of] Z} is a periodic arrangement of countably many shifts of the hyperplane [H.
The set of experts is modeled as countably infinite, but our arguments will not hinge on this assumption; see discussion in Section V.
They are skeptical of the idea of countably additive experience (20)--the value of direct and denatured comparison of the history of the transcontinentals with the relevant history of the railroads in France, Prussia/Germany, or, say, India.
A subset A of X is called I-sequentially countably compact if any infinite subset A has at least one I-sequentially accumulation point in A.
Using this and the definition of countably additive, we see that [zeta] [member of] [[SIGMA].
When dealing with such problems, we are given a finite or countably infinite set of solutions from which we have to find the one that minimizes or maximizes the given function (Michiels et al.
1] can be expressed as a disjoint union of a class C of countably infinite sets, the cardinality of C being [[omega].
Let [mu] be a countably additive, regular, vector valued, Borel measure on R taking values in [B *.

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