A duality is introduced to prove the existance of a finest linear topology equivalent to a given one for linearly topologized modules. Various properties of this finest topology are obtained.
ON THE EXISTENCE OF A FINEST EQUIVALENT LINEAR TOPOLOGY
TONOLO, ALBERTO
1992
Abstract
A duality is introduced to prove the existance of a finest linear topology equivalent to a given one for linearly topologized modules. Various properties of this finest topology are obtained.
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