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- Smith_space abstract "In functional analysis and related areas of mathematics, Smith space is a complete compactly generated locally convex space having a compact set which absorbs every other compact set (i.e. for some ).Smith spaces are named after M. F. Smith, who introduced them as duals to Banach spaces in some versions of duality theory for topological vector spaces. All Smith spaces are stereotype and are in the stereotype duality relations with Banach spaces: for any Banach space its stereotype dual space is a Smith space, and vice versa, for any Smith space its stereotype dual space is a Banach space.".
- Smith_space wikiPageExternalLink 1969798.
- Smith_space wikiPageExternalLink k62m72960101g6q2.
- Smith_space wikiPageExternalLink u07317731010573l.
- Smith_space wikiPageID "40716202".
- Smith_space wikiPageRevisionID "590021557".
- Smith_space subject Category:Functional_analysis.
- Smith_space comment "In functional analysis and related areas of mathematics, Smith space is a complete compactly generated locally convex space having a compact set which absorbs every other compact set (i.e. for some ).Smith spaces are named after M. F. Smith, who introduced them as duals to Banach spaces in some versions of duality theory for topological vector spaces.".
- Smith_space label "Smith space".
- Smith_space label "Пространство Смит".
- Smith_space sameAs m.0ywy_8p.
- Smith_space sameAs Q15124475.
- Smith_space sameAs Q15124475.
- Smith_space wasDerivedFrom Smith_space?oldid=590021557.
- Smith_space isPrimaryTopicOf Smith_space.