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Pointwise convergence fails to be strict

Ján Borsík, Roman Frič (1998)

Czechoslovak Mathematical Journal

It is known that the ring B ( ) of all Baire functions carrying the pointwise convergence yields a sequential completion of the ring C ( ) of all continuous functions. We investigate various sequential convergences related to the pointwise convergence and the process of completion of C ( ) . In particular, we prove that the pointwise convergence fails to be strict and prove the existence of the categorical ring completion of C ( ) which differs from B ( ) .

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