© 1996 Copyright by Taras Radul. All rights reserved.
| On Weakly Infinite Dimensional Metrizable Compacta Taras Radul | |||||||||||
Let dim be a transitive extension of covering dimension introduced by P. Borst [Fund. Math. 1995 v.130. 1-25].
Is there a weakly infinite dimensional metrizable compactum X which contains topological copies of all compacta with dimX < \omega0?