Abstract
Asequence spaceis a vector subspace of the space ω of all real (or complex) sequences. A sequence spaceEwith a locally convex topologyτis called aK- spaceif the inclusion mapE →ω is continuous, when ω is endowed with the product topology. A K-spaceEwith a Frechet (i.e., complete, metrizable and locally convex) topology is called anFK-space;if the topology is a Banach topology, thenEis called aBK-space.
Publisher
Canadian Mathematical Society
Cited by
48 articles.
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