Displaying 1821 – 1840 of 2289

Showing per page

Summable families in nuclear groups

Wojciech Banaszczyk (1993)

Studia Mathematica

Nuclear groups form a class of abelian topological groups which contains LCA groups and nuclear locally convex spaces, and is closed with respect to certain natural operations. In nuclear locally convex spaces, weakly summable families are strongly summable, and strongly summable are absolutely summable. It is shown that these theorems can be generalized in a natural way to nuclear groups.

Currently displaying 1821 – 1840 of 2289