ତାହା ଗଣନା କରାଯାଇପାରେ |,

Adjective:

ଗଣନାଯୋଗ୍ୟ |,

denumerable's Usage Examples:

If X is the strict inductive limit of a denumerable family of locally convex metrizable spaces, then the continuous dual.

"Markov processes over denumerable products of spaces describing large system of automata".

when finite sets are included and countably infinite, enumerable, or denumerable otherwise.

first-order theory can describe only a denumerable number of sets; hence, only denumerably many sets may be eliminated in this fashion, but this limitation is not.

three apples, where the number is an integer representing the count of a denumerable collection of objects (apples) 500 people (also a count) a couple conventionally.

denumerable (countably infinite) sets, which all share the same cardinal number.

the original discrete semigroup of { Dn | n ∈ ℤ } for integer n is a denumerable subgroup: since continuous semigroups have a well developed mathematical.

as "On the denumerable models of theories with extra predicates", pp 376–389.

Cantor 1874 A countable set is a set which is either finite or denumerable; the denumerable sets are therefore the infinite countable sets.

metaphysics, after Cantor"s discovery of the distinction between denumerable and non-denumerable infinite cardinalities, and mathematical work by Adolf Grünbaum.

identified, by its relation, as the intransitive object(s) of some or other (denumerable set of) particular transitive process(es) of enquiry.

order to avoid ambiguity, one may use the term finitely enumerable or denumerable to denote one of the corresponding types of distinguished countable enumerations.

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.

Synonyms:

calculable, enumerable, countable, numerable,

Antonyms:

incalculable, indeterminable, unnumberable, countless, myriad,