2018•Journal of Mathematical Analysis and ApplicationsOpen access

If K is Gul'ko compact, then every iterated function space C,(K) has a uniformly dense subspace of countable pseudocharacter

Joel Aguilar-Velázquez, Vladimir V. Tkachuk

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Key concepts: Subspace topology, Mathematics, Countable set, Iterated function, Compact space, Space (punctuation), Second-countable space, Combinatorics

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If K is Gul'ko compact, then every iterated function space C,(K) has a uniformly dense subspace of countable pseudocharacter — Research Paper | ScholarLens