Abstract
A theorem is presented which shows the uniform closure of the class of uniformly polygonally approximable functions cannot be distinguished from the class of delta-fine functions by the nature of their exceptional sets of quasicontinuity.
Citation
Michael J. Evans. Paul D. Humke. "The quasicontinuity of delta-fine functions.." Real Anal. Exchange 28 (2) 543 - 548, 2002/2003.
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