by C. Richter
Preprint series: 01-06, Reports on Analysis
The paper is published: Real Anal. Exchange (to appear)
Abstract: It is shown that every cliquish function $f$ mapping a
pseudometrizable space $X$ into a separable metric space $Y$
can be expressed as the quasiuniform limit of a sequence of
quasicontinuous functions $f_k$.
Keywords: cliquish function, quasicontinuous function, pointwise limit, quasiuniform limit, pseudometrizable space, separable metric space, Baire space