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We introduce a natural generalization of Borel's Conjecture. For each infinite cardinal number κ, let...
We investigate game-theoretic properties of selection principles related to weaker forms of the Menger and...
A Cloud resource at Boise State University was used to enhance a large section of...
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We show that:
(1) Rothberger bounded subgroups of σ-compact groups are characterized by Ramseyan partition...
With Hewlett Packard grants awarded to Boise State University, we are working on developing best...
János Gerlits died unexpectedly in 2008. In this paper we attempt to make a small...
Arhangel'skii proved that if a first countable Hausdorff space is Lindelöf, then its cardinality is...
We obtain from the consistency of the existence of a measurable cardinal the consistency of...
The Continuum Hypothesis implies an Erdö-Sierpiński like duality between the ideal of first category subsets...
We give a general method to reduce Hurewicz-type selection hypotheses into standard ones. The method...
A space X has the Rothberger property in all finite powers if, and only if,...
We consider the following two selection principles for topological spaces:
[Principle 1:] { For each...
Some of the covering properties of spaces as defined in Parts I and II are...
We study several schemas for generating from one sort of open cover of a topological...
This book consists of several survey and research papers covering a wide range of topics...
After a brief review of Borel's Conjecture we introduce a natural generalization. In the talk...
We present, in the context of topological groups, consistency results regarding a generalization of Borel's...