On some sets of almost continuous functions which locally approximate a fixed function
Abstract
In this paper we investigate the topological properties of the sets
of almost continuous functions
$f : [0; 1] \to [0; 1]$
which locally approximate
a fixed function. This approximation is associated with the
certain value of entropy of a function at a fixed point of the primal
function.
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PDFDOI: https://doi.org/10.2478/tatra.v65i0.395