An Efimov space with character less than
arXiv:2012.02758
Abstract
It is consistent that there is a compact space of character less than the splitting number in which there are no converging sequences. Such a space is an Efimov space.
arXiv:2012.02758
It is consistent that there is a compact space of character less than the splitting number in which there are no converging sequences. Such a space is an Efimov space.