Abstract
We continue the study of topologies of strong uniform convergence on bornologies initiated in Beer and Levi (J Math Anal Appl 350:568–589, 2009, Set-Valued Var Anal 18:251–275, 2010). We study cardinal invariants of topologies of (strong) uniform convergence on bornologies on the space of continuous real-valued functions, and we also generalize some known results from the literature.
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