Mary Ellen Rudin's problems on monotone normality, by Mary Ellen Rudin

Topology Atlas Document # zaaa-50.htm | Production Editor: R. Flagg

Topology Atlas Invited Contributions, vol. 1, issue 2 (1996), 13.

Mary Ellen Rudin's problems on monotone normality
by

Mary Ellen Rudin

(Madison, Wisconsin, U.S.A.)

Mary Ellen Rudin has recently been looking at some problems on monotone normality. Ones that interest her are:

Is every compact monotonically normal space

(1) the continuous image of a linearly ordered one?

(2) cyclically monotonically normal?

(3) not K-naught?

Recent papers on the subject include

Monotone Normality (With Z Balogh in 1992, Topol. Appl.)
A cyclic monotonically normal space that is not K-naught (1993, Proc. AMS)
Monotone normality and compactness (Topol. Appl., Ehime Conference Proceedings to come out in 96)
From countable compactness to absolute countable compactness (With Stares and Vaughan, submitted to Proc. AMS)
Products with linear and countable type factors (with Purisch, submitted to Proc. AMS)
Compact, separable, linearly ordered spaces (to be submitted to the memorial volume of Topol. Appl. for Professor Morita).

Received by the editors: December 14, 1995.