013. A polinomial significant property of non-archimedean locally convex spaces

Math. Journal: Comptes Rendus de L’Academie Bulgare de Sciences, Bulgaria, ISSN 0861-1459,  45 (1992), 9-11.
Authors: Caldas, M.

Abstract
In the linear theory of a locally convex space, it is known that every (DF)-locally convex space is d-infrabarrelled.The purpose of this paper is to prove the corresponding result in the non-Archimedean polynomial context and a note on polynomially d-k-barrelled locally k-convex spaces.


 

Filed Under: 1991-1995

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