Local compactness in approach spaces. I.
Local compactness in approach spaces. II.
Local compactness in bitopological hyperspace
Local compactness in bitopological spaces
Locally compact F-spaces, sub-stonean spaces and quotients of locally compact groups.
Locally compact perfectly normal spaces may all be paracompact
We work towards establishing that if it is consistent that there is a supercompact cardinal then it is consistent that every locally compact perfectly normal space is paracompact. At a crucial step we use some still unpublished results announced by Todorcevic. Modulo this and the large cardinal, this answers a question of S. Watson. Modulo these same unpublished results, we also show that if it is consistent that there is a supercompact cardinal, it is consistent that every locally compact space...
Locally compact spaces whose Alexandroff one-point compactifications are perfect
Locally nice spaces under Martin's axiom