NON-ARCHIMEDEAN SEQUENTIAL SPACES AND THE FINEST LOCALLY CONVEX TOPOLOGY WITH THE SAME COMPACTOID SETS
A. K. KATSARAS, C. PETALAS and T. VIDALIS
Abstract.
For a non-Archimedean locally convex space $(E, \tau)$, the finest locally convex topology having the same as $\tau$ convergent sequences and the finest locally convex topology having the same as $\tau$ compactoid sets are studied.
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