e/Baire space (set theory)

Information
has gloss	eng: In set theory, the Baire space is the set of all infinite sequences of natural numbers with a certain topology. This space is commonly used in descriptive set theory, to the extent that its elements are often called “reals.” It is often denoted B, NN, or ωω. Moschovakis denotes it \mathcalN}.
lexicalization	eng: Baire space
instance of	c/Properties of topological spaces

Meaning
Italian
has gloss	ita: In matematica lo spazio di Baire è l'insieme di tutte le successioni infinite di numeri naturali.
lexicalization	ita: spazio di Baire
Dutch
has gloss	nld: In de verzamelingenleer, een deelgebied van de wiskunde, is de Baire-ruimte de verzameling van alle oneindige rijen van natuurlijke getallen met een bepaalde topologie. Deze ruimte wordt vaak gebruikt in de beschrijvende verzamelingenleer, in die mate dat de elementen van de Baire-ruimte vaak "reëlen" worden genoemd. De Baire-ruimte wordt vaak aangeduid met B, N N of ωω. Moschovakis duidt het aan met \mathcalN}.
lexicalization	nld: Baire-ruimte
Piemontese
has gloss	pms: As ciama spassi ëd Baire lë spassi topològich \mathbb N^ \mathbb N } dotà dla topologìa prodot. As agiss ëd në spassi polonèis. Na distansa completa ansima a \mathbb N^ \mathbb N } a lé definìa da :d(x,y) =0 si x=y ::= \frac 12^n+1}} si n a lé mìnim tal che x(n)\neq y(n).
lexicalization	pms: Spassi ëd Baire