Several claimed theorems about cardinal invariants of quasi-continuous function spaces are invalid: the restriction map need not be surjective and the induced-map image need not be dense.
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Cardinal functions and mappings associated with the space of quasi-continuous functions equipped with topology of point-wise convergence
Several claimed theorems about cardinal invariants of quasi-continuous function spaces are invalid: the restriction map need not be surjective and the induced-map image need not be dense.