Abstract
We prove a representation theorem for bounded linear functionals with domain the set of all real-valued, quasi-continuous functions defined on a closed interval; thus, giving a characterization of a class of bounded linear functionals.
Citation
Charles A. Coppin. Joseph F. Vance. "Representation of Linear Functionals on Quasi-Continuous Functions." Real Anal. Exchange 34 (2) 429 - 444, 2008/2009.
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