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math.GN2008
Characterizing indecomposable plane continua from their complements
Clinton P. Curry, John C. Mayer, E. D. Tymchatyn
We show that a plane continuum X is indecomposable iff X has a sequence (U_n) of not necessarily distinct complementary domains satisfying what we call the double-pass condition: I…
math.GN2008★ 9 cited
The plane fixed point problem
Robbert J. Fokkink, John C. Mayer, Lex G. Oversteegen +1
In this paper we present proofs of basic results, including those developed so far by H. Bell, for the plane fixed point problem. Some of these results had been announced much earl…