A result related to the problem CN of Fremlin
arXiv:math/9712287
Abstract
We show that the set of injective functions from any uncountable cardinal less than the continuum into the real numbers is of second category in the box product topology.
arXiv:math/9712287
We show that the set of injective functions from any uncountable cardinal less than the continuum into the real numbers is of second category in the box product topology.