Dow, Alan - Department of Mathematics and Statistics, University of North Carolina at Charlotte

• Submitted to Topology Proceedings
• REMARKS ON RECENT RESULTS IN SET-THEORETIC Abstract. We review several of our favorite results of the last several years.
• PROBLEMS FOR BASIC SET THEORY TO BE DONE BY ROBERTO
• COMPACT SPACES AND THE PSEUDORADIAL PROPERTY, II Abstract. There is a model of set theory in which all compact spaces of
• PARTITION SUBALGEBRAS FOR MAXIMAL ALMOST DISJOINT FAMILIES
• TWO REAL ULTRAFILTERS ON ! ALAN DOW AND JINYUAN ZHOU
• Acta Math. Univ. Comenianae Vol. (submitted to AMUC), pp. 1--12
• We prove that some problems in the theory of compactifications of the integers are not decided by the usual axioms of set theory.
• COMPACT SPACES AND THE PSEUDORADIAL PROPERTY, I Abstract. We investigate two properties and their connection to the prop-
• WHAT I LEARNED ABOUT fiX, C(X) AND PRODUCTS FROM WIS COMFORT
• CLOSURES OF DISCRETE SETS IN COMPACT SPACES Abstract. We consider the question of whether a compact space will always
• MAXIMAL REALCOMPACT SPACES AND MEASURABLE Abstract. Comfort and Hager investigate the notion of a maximal realcom-
• GAPS IN ULTRAPOWERS ALAN DOW AND JIANPING ZHU
• MORE SETTHEORY FOR TOPOLOGISTS Abstract. Basic applications in topology of , elementary submodels and
• COSMIC DIMENSIONS ALAN DOW AND KLAAS PIETER HART
• A NEW SUBCONTINUUM OF fiRn R ALAN DOW AND KLAAS PIETER HART
• ON THE CHARACTER OF NORMAL NONCWH SPACES Abstract. It shown that it is consistent (and independent of the Continuum Hy
• THE REGULAR OPEN ALGEBRA OF fiR n R IS NOT EQUAL TO THE COMPLETION OF P(!)=fin
• Weak covering properties of weak topologies A. Dow, H. Junnila and J. Pelant 1
• TWO REAL ULTRAFILTERS ON ! ALAN DOW AND JINYUAN ZHOU
• maps on N # . map definitions of #N
• NON-REALCOMPACT PRODUCTS WITH A METRIC FACTOR ALAN DOW AND NEETA SINGH
• ON SUBSPACES OF PSEUDORADIAL SPACES ALAN DOW AND JINYUAN ZHOU
• MORE ON SEQUENTIALLY COMPACT IMPLYING PSEUDORADIAL
• COMPACT SETS WITHOUT CONVERGING SEQUENCES IN THE RANDOM REAL MODEL
• COMPACT SPACES AND THE PSEUDORADIAL PROPERTY, I Abstract. We investigate two properties and their connection to the prop-
• MORE ABOUT SPACES WITH A SMALL DIAGONAL ALAN DOW AND OLEG PAVLOV
• Set theory in Topology Department of Mathematics
• A NOT TOO DENSE SUBSET OF N \Lambda In honour of P. S. Alexandroff
• IS P() A SUBALGEBRA? ALAN DOW AND ILIJAS FARAH
• SEQUENTIAL ORDER UNDER MA Abstract. It is shown that it follows from Martin's Axiom that there is a
• EXTENDING REALVALUED FUNCTIONS IN fi Abstract. An Open Coloring Axiom type principle is formulated for uncoun
• From the files of KP A UNIVERSAL CONTINUUM OF WEIGHT @
• THE MEASURE ALGEBRA DOES NOT ALWAYS EMBED ALAN DOW* AND KLAAS PIETER HART
• ARE INITIALLY ! 1 COMPACT SEPARABLE REGULAR SPACES ALAN DOW AND ISTVAN JUH '
• A PROBLEM BY E. LANDIS AND GENERIC BEHAVIOR OF NON-GENERIC SETS
• map definitions of N Parovicenko spaces
• TWO TO ONE IMAGES AND PFA Abstract. We prove that all maps on N that are exactly two to one, are
• TWO RESULTS ON SPECIAL POINTS Abstract. We show that there is a nowhere ccc -compact space which has
• COMPACT SPACES AND THE PSEUDORADIAL PROPERTY, II Abstract. There is a model of set theory in which all compact spaces of
• APPLICATIONS OF ANOTHER CHARACTERIZATION OF N \ N ALAN DOW AND KLAAS PIETER HART
• TWO TO ONE CONTINUOUS IMAGES OF N ALAN DOW AND GETA TECHANIE
• TWO TO ONE IMAGES AND PFA Abstract. We prove that all maps on N that are exactly two to one are
• EFIMOV SPACES AND THE SPLITTING NUMBER Abstract. An Efimov space is a compact space which contains neither a non-
• SPACES WHOSE PSEUDOCOMPACT SUBSPACES ARE CLOSED SUBSETS
• TWO TO ONE CONTINUOUS IMAGES OF N* ALAN DOW AND GETA TECHANIE
• Set theory in Topology Alan Dow1
• ON MAD FAMILIES AND SEQUENTIAL ORDER ALAN DOW
• TWO TO ONE IMAGES AND PFA ALAN DOW
• COMPACT SPACES AND THE PSEUDORADIAL PROPERTY, I ALAN DOW
• TWO REAL ULTRAFILTERS ON ! ALAN DOW AND JINYUAN ZHOU
• EXTENDING REAL-VALUED FUNCTIONS IN fi~ ALAN DOW
• MORE ON SEQUENTIALLY COMPACT IMPLYING PSEUDORADIAL
• fiN Alan Dow
• TWO RESULTS ON SPECIAL POINTS ALAN DOW
• SPACES WHOSE PSEUDOCOMPACT SUBSPACES ARE CLOSED SUBSETS
• From the files of KP A UNIVERSAL CONTINUUM OF WEIGHT @
• Acta Math. Univ. Comenianae 1 Vol. (submitted to AMUC), pp. 1-12
• York University October 15, 1998
• Very Short Course on Forcing for Participants of
• MORE ON LAYERS IN fiRn R ALAN DOW AND JIANPING ZHU
• ON MAD FAMILIES AND SEQUENTIAL ORDER 1. Introduction
• PROPERTY D AND PSEUDONORMAL IN FIRST COUNTABLE Abstract. In answer to a question of M. Reed, E. van Douwen and M. Wage
• ON VAN DOUWEN SPACES AND RETRACTS OF N Abstract. Eric van Douwen [vD93] produced a maximal crowded extremally
• REMARKS ON RECENT RESULTS IN SET-THEORETIC TOPOLOGY
• THE REGULAR OPEN ALGEBRA OF fiR \ R IS NOT EQUAL TO THE COMPLETION OF P(!)=fin
• ON VAN DOUWEN SPACES AND RETRACTS OF fiN ALAN DOW
• WHAT I LEARNED ABOUT fiX, C(X) AND PRODUCTS FROM WIS COMFORT
• PROPERTY D AND PSEUDONORMAL IN FIRST COUNTABLE SPACES
• ON COMPACT SEPARABLE RADIAL SPACES ALAN DOW
• ON THE CHARACTER OF NORMAL NON-CWH SPACES ALAN DOW
• MORE ABOUT SPACES WITH A SMALL DIAGONAL ALAN DOW AND OLEG PAVLOV
• A NON-PARTITIONABLE MAD FAMILY ALAN DOW
• A NEW SUBCONTINUUM OF fiR \ R ALAN DOW AND KLAAS PIETER HART
• TWO REAL ULTRAFILTERS ON ! ALAN DOW AND JINYUAN ZHOU
• ON SUBSPACES OF PSEUDORADIAL SPACES ALAN DOW AND JINYUAN ZHOU
• A PROBLEM BY E. LANDIS AND GENERIC BEHAVIOR OF NON-GENERIC SETS
• ARE INITIALLY !1-COMPACT SEPARABLE REGULAR SPACES COMPACT?
• iii Abstract
• COSMIC DIMENSIONS ALAN DOW AND KLAAS PIETER HART
• GAPS IN ULTRAPOWERS ALAN DOW AND JIAN-PING ZHU
• TWO TO ONE IMAGES AND PFA ALAN DOW
• ON COMPACT SEPARABLE RADIAL SPACES Abstract. If A and B are disjoint ideals on !, there is a tower preserving
• SPACES OF CONTINUOUS FUNCTIONS OVER A -SPACE Alan Dow and Petr Simon
• A NON-PARTITIONABLE MAD FAMILY Abstract. It is consistent that there is a mad family which can not be par-
• AN INTRODUCTION TO APPLICATIONS OF ELEMENTARY SUBMODELS TO TOPOLOGY
• A NOT TOO DENSE SUBSET OF N* ALAN DOW
• MAXIMAL REALCOMPACT SPACES AND MEASURABLE CARDINALS
• Very Short Course on Forcing for Participants of
• CLOSURES OF DISCRETE SETS IN COMPACT SPACES ALAN DOW
• APPLICATIONS OF ANOTHER CHARACTERIZATION OF fiN \ N ALAN DOWy AND KLAAS PIETER HARTz
• IS P(!) A SUBALGEBRA? ALAN DOW AND ILIJAS FARAH
• EFIMOV SPACES AND THE SPLITTING NUMBER ALAN DOW
• PARTITION SUBALGEBRAS FOR MAXIMAL ALMOST DISJOINT FAMILIES
• THE MEASURE ALGEBRA DOES NOT ALWAYS EMBED ALAN DOW* AND KLAAS PIETER HART
• COMPACT SPACES AND THE PSEUDORADIAL PROPERTY, II ALAN DOW
• MORE ON LAYERS IN fiR \ R ALAN DOW AND JIAN-PING ZHU
• MORE SET-THEORY FOR TOPOLOGISTS ALAN DOW
• Weak covering properties of weak topologies A. Dow, H. Junnila and J. Pelant1
• AN INTRODUCTION TO APPLICATIONS OF ELEMENTARY SUBMODELS TO TOPOLOGY
• SPACES OF CONTINUOUS FUNCTIONS OVER A -SPACE Alan Dow and Petr Simon
• SEQUENTIAL ORDER UNDER MA ALAN DOW
• ORDINAL REMAINDERS OF CLASSICAL -SPACES ALAN DOW AND JERRY E. VAUGHAN
• MROWKA MAXIMAL ALMOST DISJOINT FAMILIES FOR UNCOUNTABLE CARDINALS