e/Barrelled space

Information
has gloss	eng: In functional analysis and related areas of mathematics barrelled spaces are Hausdorff topological vector spaces where every barrelled set in the space is a neighbourhood for the zero vector. A barrelled set or a barrel in a topological vector space is a set which is convex, balanced, absorbing and closed. Barrelled spaces are studied because the Banach–Steinhaus theorem still holds for them.
lexicalization	eng: Barrelled space
instance of	e/Topological vector space

Meaning
German
has gloss	deu: Tonnelierte Räume sind spezielle lokalkonvexe Vektorräume, in denen der Satz von Banach-Steinhaus gilt. Diese Räume lassen sich durch ihre Nullumgebungsbasen charakterisieren.
lexicalization	deu: Tonnelierter Raum
French
has gloss	fra: En analyse fonctionnelle et dans les domaines proches de mathématiques, un ensemble tonnelé ou un tonneau dans un espace vectoriel topologique est un ensemble qui est convexe, absorbant, fermé et équilibré (de manière mnémotechnique, c'est un tonneau de café).
lexicalization	fra: Ensemble tonnele
lexicalization	fra: ensemble tonnelé