Topological spaces
Topologické prostory. S dodatky: J. Novák, Konstrukce některých význačných topologických prostorů; M. Katětov, Plně normální prostory
Jaká je logická výstavba matematiky?
Correction to "On real-valued functions in topological spaces"
On Real-Valued Functions in Topological Spaces
Complete normality of cartesian products
Measures in Fully Normal Spaces
On mapping of countable spaces
Remarks on Boolean algebras
Matematické metody v psychologii
Česká matematika v letech 1945-1985: topologie, teorie kategorií a kombinatorika
P. S. Uryson a počátky obecné topologie
N. N. Luzin a teorie reálných funkcí
О соотношении между метрической и топологической размерностью
On idempotent filters
Lineární operátory. II
O dvou výsledcích z obecné topologie
On -closed extensions of topological spaces
Entropies of self-mappings of topological spaces with richer structures
For mappings , where is a merotopic space equipped with a diameter function, we introduce and examine an entropy, called the -entropy. The topological entropy and the entropy of self-mappings of metric spaces are shown to be special cases of the -entropy. Some connections with other characteristics of self-mappings are considered. We also introduce and examine an entropy for subsets of , which is closely connected with the -entropy of .
Entropy-like functionals: conceptual background and some results
We describe a conceptual approach which provides a unified view of various entropy-like functionals on the class of semimetric spaces, endowed with a bounded measure. The entropy considered in the author’s previous articles is modified so as to assume finite values for a fairly wide class of spaces which fail to be totally bounded.
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