Countable sets of holomorphic mappings
García, Domingo (1988)
Portugaliae mathematica
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Displaying similar documents to “A direct sum is holomorphically bornological with the topology induced by a cartesian product”
Countable sets of holomorphic mappings
The barrelled topology associated with the compact-open topology on H(U) and H(K)
Ansemil, J.M., Ponte, S. (1985-1986)
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Products of holomorphically relevant spaces
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Some aspects and problems in holomorphy
Leopoldo Nachbin (1986)
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Colombeau, J.F., Perrot, B. (1977)
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-barrelled spaces
Stanislav Tomášek (1970)
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The Mackey-Arens theorem for non-locally convex spaces.
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Let R be a subcategory of the category of all topological vector spaces. Let E be an element of R. The problem of the existence of the finest R-topology on E with the same continuous linear functionals as the original one is discussed. Remarks concerning the Hahn-Banach Extension Property are included.
A note on the lifting of linear and locally convex topologies on a quotient space.
Susanne Dierolf (1980)
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