MACIAS, SERGIO. An introduction to homogeneous continua. []. , 29, 2, pp.109-126. ISSN 0120-419X.

Abstract. A continuum is a compact, connected, metric space. A continuum X is homogeneous provided that for each pair of points x₁ and x₂ of X, there exists a homeomorphism h: X X such that h(x₁) = x₂. We present a bit of history, examples and properties of this kind of continua. We give a proof of Jones's Aposyndetic Decomposition Theorem.

: Circle of pseudo-arcs; continuum; Hilbert cube; Menger universal curve; homogeneous space; monotone map; Jones's set function T; pseudoarc.

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