Bornology and duality in locally K-convex sequential spaces


M Babahmed, A El Amrani, R A Hassani, A Razouki




The present paper is concerned with the concept of sequential topologies in non-archimedean analysis. We give characterizations of such topologies in case of bornological spaces and inductive limits spaces. We also study equicontinuity and duality in this class of spaces.