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  • Author or Editor: J. Charatonik x
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A class of continua is said to have the mapping property for curves if for each continuous mappingf fromX ∈ onto a curveY such that the image underf of any irreducible subcontinuum inX is in , the whole range spaceY is in . It is shown that the class of acyclic curves has this property. Some related topics are discussed and open questions are raised.

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