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One-to-One Mappings onto the Cantor Set
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LET X be a separable metric space. We consider the following conditions on X:
(α) X is zero dimensional,
(β) each point of X is a limit point of X,
(γ) X is compact,
(γ') X is a Gδ subset of some complete metric space M.
(α) X is zero dimensional,
(β) each point of X is a limit point of X,
(γ) X is compact,
(γ') X is a Gδ subset of some complete metric space M.
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