The Cech-stone Compactiication of the Real Line

@inproceedings{Hart1992TheCC,
  title={The Cech-stone Compactiication of the Real Line},
  author={Klaas Pieter Hart},
  year={1992}
}
Introduction The Cech-Stone compactiication of the real line R seems to have been much less investigated than the space !. One reason for this is that ! can be attacked with two kinds of weapons: Boolean algebraic and topological. The space R is a continuum, so it is not susceptible to Boolean algebraic treatment. Be that as it may, R deserves more of our… CONTINUE READING