Uncountable vs Infinity - What's the difference?
uncountable | infinity |
So many as to be incapable of being counted.
(mathematics) Incapable of being put into one-to-one correspondence with the natural numbers or any subset thereof.
(grammar, of a noun) Describes a meaning of a noun that cannot be used freely with numbers or the indefinite article, and which therefore takes no plural form. Example: information .
(label) Endlessness, unlimitedness, absence of end or limit.
A number that has an infinite numerical value that cannot be counted.
* {{quote-magazine, date=2012-01
, author=Michael Riordan
, title=Tackling Infinity
, volume=100, issue=1, page=86
, magazine=
An idealised point which is said to be approached by sequences of values whose magnitudes increase without bound.
(label) A number which is very large compared to some characteristic number. For example, in optics, an object which is much further away than the focal length of a lens is said to be "at infinity", as the distance of the image from the lens varies very little as the distance increases further.
(label) The symbol .
As nouns the difference between uncountable and infinity
is that uncountable is (linguistics) an uncountable noun while infinity is (label) endlessness, unlimitedness, absence of end or limit.As an adjective uncountable
is so many as to be incapable of being counted.uncountable
English
Adjective
(-)- The reasons for our failure were as uncountable as the grains of sand on a beach.
- Cantor’s “diagonal proof” shows that the set of real numbers is uncountable .
- Many languages do not distinguish countable nouns from uncountable nouns.
- One meaning in law of the supposedly uncountable noun "information" is used in the plural and is countable.
Antonyms
* countableHypernyms
* (set theory) infiniteDerived terms
* uncountable noun * uncountable set * uncountablySee also
* (mathematics) infinite * (mathematics) innumerable * (linguistics) mass noun * (linguistics) singulare tantum *infinity
English
Noun
citation, passage=Some of the most beautiful and thus appealing physical theories, including quantum electrodynamics and quantum gravity, have been dogged for decades by infinities' that erupt when theorists try to prod their calculations into new domains. Getting rid of these nagging ' infinities has probably occupied far more effort than was spent in originating the theories.}}