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math.GN2026
Continuously homogeneous hereditarily indecomposable continua are tree-like
Jan Boroński, David Prier, Michel Smith +1
A topological space is continuously homogeneous if for any there exists a continuous surjection with . We show that continuously homogeneous hered…
math.GN2017
Ample continua in Cartesian products of continua
J. P. Boroński, D. R. Prier, M. Smith
We show that the Cartesian product of the arc and a solenoid has the fupcon property, therefore answering a question raised by Illanes. This combined with Illanes' result implies t…