- VARIOUS TOPOLOGIES ON TREES Peter J. Nyikos
- Function rings, ultrafilters, and nonstandard analysis Let X be a set. The set X R of all functions from X into R is a ring by the usual operations
- Correction to ``Complete normality and metrization theory of manifolds'' Peter Nyikos
- NON-STRATIFIABILITY OF Ck(X) FOR A CLASS OF SEPARABLE METRIZABLE X
- SEMINAR NOTES Infinite ordinal and cardinal numbers
- Diagonalizable and related spaces In the first issue of the new journal Applied General Topology, Arhangel'skii
- HEREDITARILY STRONGLY CWH AND WD(1) VIS-A-VIS OTHER SEPARATION AXIOMS
- WORKSHOP LECTURE ON PRODUCTS OF FRECHET SPACES Peter J. Nyikos
- A note on Ck(irrationals) The main result in this note was obtained in 2001. It is that Ck(P) does not have
- Class policies Only simple calculators (in other words, those that may be used in taking SAT tests) are
- UPDATES ON A 1903 THEOREM OF G.H. HARDY Peter Nyikos
- DOWKER SPACES REVISITED LEWIS D. LUDWIG , PETER NYIKOS, AND JOHN E. PORTER
- The new theorem in this paper (Theorem 2) negatively answers the following question of Gary Gruenhage
- # 1 compactness in Type I manifolds Sina Greenwood # and Peter Nyikos +
- SEMINAR NOTES Infinite ordinal and cardinal numbers
- MATH 544, Section 001 (MWF 9:059:55 AM), LeConte 102 Tests and Quizzes/Homework.
- 1-compactness in Type I manifolds Sina Greenwood
- Hilbert's First and Second Problems and the foundations of mathematics Peter Nyikos, University of South Carolina, Columbia, SC 29208 USA
- A non-metrizable collectionwise Hausdorff tree with no uncountable chains and no Aronszajn
- A nonmetrizable collectionwise Hausdor# tree with no uncountable chains and no Aronszajn
- A SCREENABLE, -RELATIVELY DISCRETE DOWKER SPACE Peter Nyikos
- Function rings, ultrafilters, and nonstandard analysis Let X be a set. The set X
- CARDINAL RESTRICTIONS ON SOME HOMOGENEOUS COMPACTA
- COMPLETE NORMALITY AND METRIZATION THEORY OF MANIFOLDS
- hart v.2003/06/18 Prn:19/06/2003; 12:32 F:hartd14.tex; VTEX/EA p. 1 202 Section D: Fairly general properties
- STRONG -FAVORABILITY OF THE (GENERALIZED) COMPACT-OPEN TOPOLOGY
- PROCEEDINGS Volume 28, No. 1, 2004
- FIRST COUNTABLE, COUNTABLY COMPACT, NONCOMPACT PETER NYIKOS
- SEQUENTIAL EXTENSIONS OF COUNTABLY COMPACT SPACES
- DOWKER SPACES REVISITED LEWIS D. LUDWIG , PETER NYIKOS, AND JOHN E. PORTER
- SEQUENTIAL COMPACTNESS VS. COUNTABLE COMPACTNESS
- VARIOUS TOPOLOGIES ON TREES Peter J. Nyikos
- D-spaces, trees, and an answer to a problem of Buzyakova This paper was motivated by the following question, posed by Buzyakova [2,
- SOME SCREENABLE, -RELATIVELY DISCRETE DOWKER SPACES
- Scales, topological reflections, and large cardinal issues by Peter Nyikos
- Discontinuities and smooth curves in n-space I proved a strengthened converse to a theorem in our calculus text (Anton et
- Antidiamond and anti-PFA axioms and topological applications [Incomplete preliminary draft]
- An elementary topological property of Hilbert space, with applications to Erdos space, and some generalizations
- Class policies and grading system Your grade in this course will be based on attendance, 3 hour tests, a final exam, hand-in
- Class policies and grading system There will be 3 hour tests in the course and weekly quizzes, and occasional collected
- GRADING SYSTEM Years of experience have taught me that there is no perfect way to handle ab-
- Syllabus for MATH 241, Summer II, 2008 Chapter 12: Introduction to 3-D geometry and vectors
- Class policies and grading system Your grade in this course will be based on frequent quizzes, a midterm test during the
- MATH 141, Sections 011 and 012 Class policies and grading system
- GENERALIZED KUREPA AND MAD FAMILIES AND PETER NYIKOS
- FRAYED OCTANTS: TEST SPACES IN THE STRUCTURE THEORY OF LOCALLY COMPACT SPACES
- MATH 534, Section 001 (MWF 11:15 -12:05) Instructor
- Correction to "Complete normality and metrization theory of manifolds" Peter Nyikos
- MOVING-OFF COLLECTIONS AND SPACES OF CONTINUOUS FUNCTIONS by Peter Nyikos
- CLOSED 2-1 PREIMAGES OF 1 AND COHERENT 2-COLORING SYSTEMS
- Last updated Sept. 4, 2009 CURRICULUM VITAE
- Correction to "Complete normality and metrization theory of manifolds" Peter Nyikos
- VARIOUS TOPOLOGIES ON TREES Peter J. Nyikos
- Last updated Sept. 4, 2009 CURRICULUM VITAE
- DOWKER SPACES REVISITED LEWIS D. LUDWIG , PETER NYIKOS, AND JOHN E. PORTER
- Last updated Sept. 4, 2009 CURRICULUM VITAE
- CECHSTONE REMAINDERS OF DISCRETE SPACES PETER NYIKOS
- e-13 Generalized metric spaces III: Linearly stratifiable spaces and analogous classes of spaces hart v.2003/06/18 Prn:20/06/2003; 13:31 F:harte13.tex; VTEX/EA p. 1
- CARDINAL RESTRICTIONS ON SOME HOMOGENEOUS COMPACTA
- STRONG ff-FAVORABILITY OF THE (GENERALIZED) COMPACT-OPEN TOPOLOGY
- SEMINAR NOTES Infinite ordinal and cardinal numbers
- THE TUKEY ORDER FOR GRAPHS 1. Introduction
- CECH-STONE REMAINDERS OF DISCRETE SPACES PETER NYIKOS
- STRONG #FAVORABILITY OF THE (GENERALIZED) COMPACTOPEN TOPOLOGY
- CARDINAL RESTRICTIONS ON SOME HOMOGENEOUS COMPACTA
- ANTIDIAMOND PRINCIPLES AND TOPOLOGICAL APPLICATIONS
- ~CECH-STONE REMAINDERS OF DISCRETE SPACES PETER NYIKOS
- !1 -compactness in Type I manifolds Sina Greenwood*and Peter Nyikosy
- A collectionwise normal, hereditarily weakly -refinable Dowker space This paper answers a question the author posed over three decades ago in an
- Some screenable anti-Dowker spaces Normal spaces that are not countably paracompact, and countably paracompact,
- Class policies and grading system Your grade in this course will be based on attendance, 3 hour tests, a final exam, hand-in
- A COUNTABLE PRODUCT THEOREM FOR ANTI-PONDEROUS SPACES
