Strongly sequentially separable function spaces, via selection principles
TOPOLOGY AND ITS APPLICATIONS(2019)
摘要
A separable space is strongly sequentially separable if, for each countable dense set, every point in the space is a limit of a sequence from the dense set. We consider this and related properties, for the spaces of continous and Borel real-valued functions on Tychonoff spaces, with the topology of pointwise convergence. Our results solve a problem stated by Gartside, Lo, and Marsh.
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37F20,26A03,03E75,54C35
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