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NUMERABLE Definition & Meaning - Merriam-Webster
The meaning of NUMERABLE is capable of being counted.
www.merriam-webster.com
www.merriam-webster.com
NUMERABLE | definition in the Cambridge English Dictionary
Meaning of numerable in English · a good few · a hundred/thousand/million and one · above and beyond something · amount · and then some · another · any amount ...
dictionary.cambridge.org
dictionary.cambridge.org
Numerable - Definition, Meaning & Synonyms - Vocabulary.com
adjective that can be counted “numerable assets” synonyms: countable, denumerable, enumerable calculable capable of being calculated or estimated.
www.vocabulary.com
www.vocabulary.com
numerable
numerable, a. (ˈnjuːmərəb(ə)l) [ad. L. numerābilis, f. numerāre to number. So It. numerabile, Sp. -able, Pg. -avel.] 1. Capable of being numbered.1570 J. Dee Math. Pref. *j, The Glas of Creation, the Forme of Formes, the Exemplar Number of all thinges Numerable. 1629 J. Cole Of Death 107 That hee mu...
Oxford English Dictionary
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NUMERABLE Synonyms: 36 Similar and Opposite Words
Synonyms for NUMERABLE: measurable, limited, mensurable, fathomable, circumscribed, confined, discrete, restricted; Antonyms of NUMERABLE: unrestricted, ...
www.merriam-webster.com
www.merriam-webster.com
numerable, adj. meanings, etymology and more | Oxford English ...
The earliest known use of the adjective numerable is in the Middle English period (1150—1500). OED's earliest evidence for numerable is from before 1425, ...
www.oed.com
www.oed.com
Numerous vs Numerable - What's the difference? | WikiDiff
Adjective (en adjective) Indefinitely large numerically, many. *{{quote-magazine, year=2012, month=March-April , author=Colin Allen , title=Do I See What You See? , volume=100, issue=2, page=168 , magazine=(American Scientist) citation, passage=Numerous experimental tests and other observations have been offered in favor of animal mind reading, and although many scientists are skeptical ...
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Numerable vs. Numerous - Rephrasely
Numerable is used to describe something that can be counted, while the word numerous is used to describe something that cannot be counted.
rephrasely.com
rephrasely.com
NUMERABLE definition in American English - Collins Dictionary
numerable in American English (ˈnumərəbəl ; ˈnjumərəbəl ) adjective that can be numbered or counted.
www.collinsdictionary.com
www.collinsdictionary.com
numerable - Wiktionary, the free dictionary
Adjective · Able to be counted; countable. · (mathematics) In one to one correspondence with the set of natural integers. · (comparable, nonstandard) numerous ...
en.wiktionary.org
en.wiktionary.org
NUMERABLE Definition & Meaning - Dictionary.com
Numerable definition: capable of being counted, totaled, or numbered.. See examples of NUMERABLE used in a sentence.
www.dictionary.com
www.dictionary.com
Numerable: Meaning and Usage - WinEveryGame
Able to be counted; countable. In one to one correspondence with the set of natural integers. numerous. Origin / Etymology. From Latin numerābilis.
wineverygame.com
wineverygame.com
Numerous vs Numerable: Which Should You Use In Writing?
Numerous is the proper word to use when you want to describe something that is very many or existing in large quantities. On the other hand, numerable is used to describe something that can be counted or enumerated. For example, you can say that there are numerous stars in the sky, meaning that there are a lot of stars.
thecontentauthority.com
$X$ a numerable set, $f$ a positive function, then $\mu(A) = \sum_{x\in A} f(x)$ $\sigma$-finite? Let $(X$, ${\mathscr P}(X), \mu)$ a measurable space, where $X$ is a numerable set, $f: X \rightarrow [0, \infty]$ a po...
Actually, $\mu$ will be $\sigma$-finite if and only if $f(x)<+\infty$ for all $x\in X$. Indeed, if $f(x)<+\infty$ for all $x\in X$, then $\\{\\{x\\},x\in X\\}$ is a countable partition of $X$ and each element as a finite measure. If $\mu$ is $\sigma$-finite, there exists a sequence of subsets of $X$...
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Exercise over numerable sets Let $A$ be a infinite set and let $D\subseteq A$ be a numerable set so that $A-D$ in infinite. Prove that $(A-D)\sim A$.
I'll also assume you mean countable by "numerable".
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