Here you will find one or more explanations in English for the word Countable.
Also in the bottom left of the page several parts of wikipedia pages related to the word Countable and, of course, Countable synonyms and on the right images related to the word Countable.
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Accountable
Accountable Ac*count"a*ble, a.
1. Liable to be called on to render an account; answerable;
as, every man is accountable to God for his conduct.
2. Capable of being accounted for; explicable. [R.]
True religion . . . intelligible, rational, and
accountable, -- not a burden but a privilege. --B.
Whichcote.
Syn: Amenable; responsible; liable; answerable.
Accountable ness
Accountable ness Ac*count"a*ble ness, n.
The quality or state of being accountable; accountability.
Discountable
Discountable Dis*count"a*ble, a.
Capable of being, or suitable to be, discounted; as, certain
forms are necessary to render notes discountable at a bank.
UnaccountableUnaccountable Un`ac*count"a*ble, a.
1. Not accountable or responsible; free from control.
--South.
2. Not to be accounted for; inexplicable; not consonant with
reason or rule; strange; mysterious. --
Un`ac*count"a*ble*ness], n. -- Un`ac*count"a*bly, adv. UnaccountablenessUnaccountable Un`ac*count"a*ble, a.
1. Not accountable or responsible; free from control.
--South.
2. Not to be accounted for; inexplicable; not consonant with
reason or rule; strange; mysterious. --
Un`ac*count"a*ble*ness], n. -- Un`ac*count"a*bly, adv.
Meaning of Countable from wikipedia
- is
countable if
either it is
finite or it can be made in one to one
correspondence with the set of
natural numbers. Equivalently, a set is
countable if...
- topology, a second-
countable space, also
called a
completely separable space, is a
topological space whose topology has a
countable base. More explicitly...
- ) = 0. {\displaystyle \mu (\varnothing )=0.}
Countable additivity (or σ-additivity): For all
countable collections { E k } k = 1 ∞ {\displaystyle...
- a
branch of mathematics, a first-
countable space is a
topological space satisfying the "first
axiom of
countability". Specifically, a
space X {\displaystyle...
- are
countable.
Proof of
first theorem: If P(α) = ∅ for some
index α, then P′ is the
countable union of
countable sets. Therefore, P′ is
countable. The...
- mathematics, an
axiom of
countability is a
property of
certain mathematical objects that ****erts the
existence of a
countable set with
certain properties...
-
ordered set X is said to
satisfy the
countable chain condition, or to be ccc, if
every strong antichain in X is
countable.
There are
really two conditions:...
- mathematics, a
topological space is
called separable if it
contains a
countable,
dense subset; that is,
there exists a
sequence ( x n ) n = 1 ∞ {\displaystyle...
- The
axiom of
countable choice or
axiom of
denumerable choice,
denoted ACω, is an
axiom of set
theory that
states that
every countable collection of non-empty...
-
nonempty collection Σ of
subsets of X
closed under complement,
countable unions, and
countable intersections. The
ordered pair ( X , Σ ) {\displaystyle (X...
