of locally convex ultrabornological spaces is ultrabornological. Inductive limits of ultrabornological spaces are ultrabornological. Every Hausdorff sequentially...

finite product of ultrabornological spaces is ultrabornological. Inductive limits of ultrabornological spaces are ultrabornological. Bornology – Mathematical...

only if it converges in the weak* topology, Ultrabornological spaces, reflexive barrelled Mackey spaces. If 1 ≤ p ≤ ∞, then 𝒮(Rn) ⊂ Lp(Rn). If 1 ≤ p...

formalism Theorem of absolute purity Theorem on formal functions Ultrabornological space Weil conjectures Vector bundles on algebraic curves Zariski's main...

is a webbed space and X {\displaystyle X} is an ultrabornological space (such as a Fréchet space or an inductive limit of Fréchet spaces), then A {\displaystyle...

Schwartz space is an ultrabornological space. Vector subspace of Schwartz spaces are Schwartz spaces. The quotient of a Schwartz space by a closed vector...

\mathbb {K} ).} Bornivorous set Bornological space Bornology Space of linear maps Ultrabornological space Narici & Beckenstein 2011, pp. 156–175. Hogbe-Nlend...

product constructions for topological vector spaces Ultrabornological space This is the smallest vector space containing ∅ . {\displaystyle \varnothing ...

large-scale properties of a spacePages displaying wikidata descriptions as a fallback Space of linear maps Ultrabornological space Vector bornology Block,...

Bornological space – Space where bounded operators are continuous Bornology – Mathematical generalization of boundedness Space of linear maps Ultrabornological space...