L. C. Hoehn, L. G. Oversteegen
Published 2018-12-20Version 1
A continuum is hereditarily equivalent if it is homeomorphic to each of its non-degenerate sub-continua. We show in this paper that the arc and the pseudo-arc are the only non-degenerate hereditarily equivalent plane continua.
A complete classification of homogeneous plane continua
All $\mathbb Q$-gluons are homeomorphic
On metrizable $X$ with $C_p(X)$ not homeomorphic to $C_p(X)\times C_p(X)$
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