A note on Hausdorff separation in L-TOP
This note shows that a careful study of the history of Hausdorff-type separation axioms in many valued topology is necessary. We make a few observations regarding a Hausdorff-type axiom for L-topological spaces reinvented recently by Shi. In particular, we put it into the adjoint situation associated with the functors omega(L) and t(L) with L a continuous lattice. (C) 2008 Elsevier B.V. All rights reserved.
many valued topology continuous lattice hausdorff axiom regularity omega-functor iota-functor