Some comments on $\tau$-distance and existence theorems in complete metric spaces
Abstract
Very recently, we have introduced the concept of $\tau'$-distance,
which is slightly weaker than that of $\tau$-distance.
We discuss the difference between both concepts,
proving some existence theorems in complete metric spaces and
giving an example of a $\tau'$-distance which is not a $\tau$-distance.
which is slightly weaker than that of $\tau$-distance.
We discuss the difference between both concepts,
proving some existence theorems in complete metric spaces and
giving an example of a $\tau'$-distance which is not a $\tau$-distance.
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