In general topology, the **pseudo-arc** is the simplest nondegenerate hereditarily indecomposable continuum. The pseudo-arc is an arc-like homogeneous continuum. R.H. Bing proved that, in a certain well-defined sense, most continua in **R***n*, *n* ≥ 2, are homeomorphic to the pseudo-arc.

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**Pseudo-arc**... That is, let The

**pseudo-arc**is defined as follows Let p and q be distinct points in the plane and be a sequence of chains in the plane such that for each i, the first link ... Let Then P is a**pseudo-arc**...Related Phrases

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