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Tomek Bartoszynski

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Papers (30)

  1. A note on small sets of reals math.LO · 2018 · author #1
  2. There may be no Hausdorff ultrafilters math.LO · 2003 · author #1
  3. Strongly meager sets of size continuum math.LO · 2002 · author #1
  4. Hechler's theorem for the meager ideal math.LO · 2002 · author #1
  5. Hereditary topological diagonalizations and the Menger-Hurewicz Conjectures math.LO · 2002 · author #1
  6. Additivity properties of topological diagonalizations math.LO · 2001 · author #1
  7. Strongly meager sets can be quite big math.LO · 2001 · author #1
  8. Remarks on small sets of reals math.LO · 2001 · author #1
  9. On a theorem of Banach and Kuratowski and K-Lusin sets math.LO · 2001 · author #1
  10. Perfectly meager sets and universally null sets math.LO · 2001 · author #1
  11. On perfectly meager sets math.LO · 2000 · author #1
  12. Continuous images of sets of reals math.LO · 2000 · author #1
  13. Invariants of Measure and Category math.LO · 1999 · author #1
  14. Strongly meager and strong measure zero sets math.LO · 1999 · author #1
  15. On the structure of measurable filters on a countable set math.LO · 1999 · author #1
  16. Closed measure zero sets math.LO · 1999 · author #1
  17. The Cichon diagram math.LO · 1999 · author #1
  18. A-sets math.LO · 1999 · author #1
  19. Borel images of sets of reals math.LO · 1999 · author #1
  20. Filters and games math.LO · 1999 · author #1
  21. Remarks on small sets related to trigonometric series math.LO · 1999 · author #1
  22. On cofinality of the smallest covering of the real line by meager sets II math.LO · 1999 · author #1
  23. Not every gamma-set is strongly meager math.LO · 1999 · author #1
  24. Splitting number math.LO · 1999 · author #1
  25. Remarks on the intersection of filters math.LO · 1999 · author #1
  26. Towards Martin's Minimum math.LO · 1999 · author #1
  27. Intersection of less than continuum ultrafilters may have measure zero math.LO · 1999 · author #1
  28. A note on duality between measure and category math.LO · 1999 · author #1
  29. Strongly meager sets do not form an ideal math.LO · 1998 · author #1
  30. Covering games and the Banach-Mazur game: k-tactics math.LO · 1992 · author #1

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