Adam Bartoš

activity

20172024

most citedConstant slope, entropy and horseshoes for a map on a tame graph

3 citations · 13 across the 9 of their papers we have counts for

collaborators

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5 papers · 1 filter

math.GN2023★ 1 cited

Constructing Compacta from Posets

Adam Bartoš, Tristan Bice, Alessandro Vignati

We develop a simple method of constructing topological spaces from countable posets with finite levels, one which applies to all second countable T_1 compacta. This results in a du…

math.GN2022★ 2 cited

Hereditarily indecomposable continua as generic mathematical structures

Adam Bartoš, Wiesław Kubiś

We characterize the pseudo-arc as well as P-adic pseudo-solenoids (for a set of primes P) as generic structures, arising from a natural game in which two players alternate in build…

math.GN2018★ 2 cited

Compactifiable classes of compacta

A. Bartoš, J. Bobok, J. van Mill +2

We introduce the notion of compactifiable classes -- these are classes of metrizable compact spaces that can be up to homeomorphic copies ``disjointly combined'' into one metrizabl…

math.GN2017

Tree sums of maximal connected spaces

Adam Bartoš

A topology $τ$ on a set $X$ is called maximal connected if it is connected, but no strictly finer topology $τ^{*} > τ$ is connected. We consider a construction of so-called tree sums…

math.GN2017★ 1 cited

Lower separation axioms via Borel and Baire algebras

Taras Banakh, Adam Bartoš

Let $κ$ be an infinite regular cardinal. We define a topological space $X$ to be $T_{κ - B or e l}$ -space (resp. a $T_{κ - B P}$ -space) if for every $x \in X$ the singleton ${x}$ belongs…