Miguel Caldas Cueva

004. A note on polynomials versions

Math Journal: Portugaliae Math., Portugal, Vol. 45, Fasc. 4 (1988), 411-415.
Authors: Caldas, M.

Abstract
In the linear theory of locally convex spaces , it is known that if F be a metrizable topological space, E a T.V.S. which is metrizable and d-barrelled, G a locally convex space. Then every separately equicontinuous subset H of mappings of E x F in G is equicontinuous.The purpouse of this note is to prove the corresponding results in the polynomial context.