Almost
In set theory, when dealing with sets of infinite size, the term almost or nearly is used to refer to all but a negligible amount of elements in the set. The notion of "negligible" depends in the context, and may mean "of measure zero" (in a measure space), "countable" (when uncountably infinite sets are involved), or "finite" (when infinite sets are involved). For example:
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Almost
In set theory, when dealing with sets of infinite size, the term almost or nearly is used to refer to all but a negligible amount of elements in the set. The notion of "negligible" depends in the context, and may mean "of measure zero" (in a measure space), "countable" (when uncountably infinite sets are involved), or "finite" (when infinite sets are involved). For example:
has abstract
En théorie des ensembles, pres ...... en un ensemble négligeable ».
@fr
In set theory, when dealing wi ...... complement of the Cantor set.
@en
在數學中，尤其是在集合論裡，若談及無限集合，幾乎這一詞會被用 ...... 康托爾集合的補集「幾乎」為 (0,1) 的實數則是不正確的。
@zh
数学において、ほとんど (almost) という語は、ある厳 ...... ost all)」などの決まり文句でひとつの意味を形成する。
@ja
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En théorie des ensembles, pres ...... en un ensemble négligeable ».
@fr
In set theory, when dealing wi ...... ts are involved). For example:
@en
在數學中，尤其是在集合論裡，若談及無限集合，幾乎這一詞會被用 ...... 康托爾集合的補集「幾乎」為 (0,1) 的實數則是不正確的。
@zh
数学において、ほとんど (almost) という語は、ある厳 ...... ost all)」などの決まり文句でひとつの意味を形成する。
@ja
label
Almost
@en
Presque (mathématiques)
@fr
ほとんど (数学)
@ja
幾乎
@zh