Abstract
The fact that there are unicoherent continua which separate E 2 {E^2} is well known, e.g., a circle with a spiral converging onto it is such a continuum. In this paper we extend this pathology by describing a Peano continuum which separates E 3 {E^3} and has the property that however it is written as the union of two unicoherent Peano continua, their intersection is unicoherent.
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