Dow's Home Page
1. New papers
ü Two results on Special points DVI PDF
ü on Sequential order and Martin's Axiom DVI PDF
ü Yet another survey on Set-theoretic Topolgy for Prague Proceedings DVI PDF
ü with Neeta Singh on Realcompactness in Products
ü a paper on pseudoradial in Cohen model: PS, PDF, DVI
ü a paper establishing CON(weight w_2 is pseudoradial): PS , PDF, DVI
3. Surveys and Notes on Set-theory
5. Others in Set-theoretic Topology
(some are missing>
1. Very Short Forcing Notes from Milazzo conference
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2. A paper, in honour of Alexandroff, on C*-embedded cellular families
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3. My remarks on the contributions of Wis Comfort.
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4. My remarks on the contributions of Mary Ellen Rudin to Beta N
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5. N* and R* need not be co-absolute
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6. A paper about Radial versus Frechet (non tower filling forcing)
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7. An (old) introduction to Elementary Submodels
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8. Subalgebras
of Partitioner algebras need not be partitioner algebras
(joint with Jinyuan Zhou: see also his thesis)
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9. omega
union {p} and pseudoradial spaces
(Joint with Jinyuan Zhou; see also his thesis)
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10. Jinyuan Zhou's thesis (topics are: a non-representable subalgebra and the spaces N union {p} with respect to pseudoradial)
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11. More Set Theory for Topologists (Lectures at the summer conference in Maine)
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12. With K. P. Hart we have a new (ZFC) subcontinuum of R*
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13. On the character of normal non-CWH spaces
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14. On the sequential order of Compact spaces (Part 1 of ?)
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15. Separating ideals of countable subsets of uncountable sets, with applications to extending continuous functions, and some remarks on Beta N
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16. With Juhasz, Soukoup, and Szentmiklossy: Sequentially compact can imply pseudoradial for compact spaces for larger values of c
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17. With Juhasz: Some results on Initially omega1-compact spaces
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18. A modification of Solovay's lemma (preserving towers) applied to radial spaces
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19. with Jinyuan Zhou: Two real ultrafilters on N
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20. My article in the Recent Progress in Topology book: Set theory for Topologists
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21. with Heikki Junnila and Jan Pelant: Weak covering properties of functions spaces
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22. with K.P. Hart: R* is a universal continuum
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email address:
adow@math.uncc.edu
Department of Mathematics
University of North Carolina at Charlotte
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