Strong size properties
Sergio Macı́as, César Piceno · Glasnik Matematicki · 2013
We prove that countable aposyndesis, finite-aposyndesis, continuum chainability, acyclicity (for n 3), and acyclicity for locally connected continua are strong size properties. As a consequence of our results we obtain that arcwise connectedness is a strong size property which is originally proved by Hosokawa.