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Kothe-Toeplitz and Topological Duals of Spaces of Strongly Summable Vector Sequences
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We characterize generalized α-, β- and γ-duals of the spaces of strongly summable vector sequences l{X,p),C0(X,p), c(X,p) and l∞(X, p) where sequences are taken from a Hausdorff locally convex space X. Besides the investigations of some topological properties we determine topological duals of l(X, p), c0(X, p) and c(X, p) when considered with the natural linear topologies on them generated by the family of paranorms.
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