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math.GN2022
Universal end-compactifications of locally finite graphs
Jan Ouborny, Max Pitz
We construct a locally finite connected graph whose Freudenthal compactification is universal for the class of completely regular continua, a class also known in the literature und…
math.GN2018
Tangles and the Stone-Cech compactification of infinite graphs
Jan Kurkofka, Max Pitz
We show that the tangle space of a graph, which compactifies it, is a quotient of its Stone-Čech remainder obtained by contracting the connected components.