Publication list of Lajos Soukup

1. A. Hajnal, I. Juhász, and L. Soukup,
   On saturated almost disjoint families,
   Comm. Math. Univ. Carol., 28 (1987).

2. A. Hajnal, P. Komjáth, L. Soukup, and I. Szalkai,
   Decomposition of edge colored infinite complete graphs,
   in Combinatorics, no. 52 in Coll. Math. Soc. János Bolyai, Eger, Hungary, 1987, pp. 277--280.

3. I. Juhász, S. Shelah, and L. Soukup,
   More on countable compact, locally countable spaces,
   Israel J. Math, 62,3 (1988), pp. 302--310.

4. L. Soukup,
   On chromatic number of product of graphs,
   Comm. Math. Univ. Carol., 29 (1988), pp. 1--12.

5. A. Hajnal, Z. Nagy, and L. Soukup,
   On the number of certain subgraphs of graphs without large cliques and independent subsets,
   in A Tribute to Paul Erdõs, A. Baker, B. Bollobás, and A. Hajnal, eds., Cambridge University Press, 1990, pp. 223--248.

6. L. Soukup,
   On (2^omega)^+-chromatic graphs with small bounded subgraphs,
   Periodica Mathematica Hungarica, 21 (1990), pp. 2--7.

7. L. Soukup,
   A non-special omega_2-tree with special omega_1-subtrees,
   Comm. Math. Univ. Carol., 31 (1990), pp. 124--129.

8. L. Soukup,
   On omega^2-saturated families,
   Comm. Math. Univ. Carol, 32,2 (1991), pp. 355--359.

9. I. Juhász, Z. Nagy, L. Soukup, and Z. Szentmiklóssy,
   Long club sequences,
   in Sets, graphs and numbers, vol. 60 of Coll. Math. Soc. János Bolyai, Budapest,Hungary, 1991, North Holland, Amsterdam, 1992, pp. 411--419.

10. L. Soukup,
    Certain L-spaces under CH,
    Topology and its Applications, 47 (1992), pp. 1--7.

11. S. Shelah and L. Soukup,
    The existence of large omega_1-homogeneous but not omega-homogeneous permutation groups is consistent with ZFC + GCH,
    J. London. Math. Soc., 48 (1993), pp. 193--203.

12. S. Shelah and L. Soukup,
    On the number of non-isomorphic subgraphs,
    Israel J. Math, 86 (1994), pp. 349--371.

13. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    What makes a topological space have large weight?,
    Topology and its Applications, 57 (1994), pp. 271--285.

14. S. Fuchino, S. Shelah, and L. Soukup,
    On a theorem of Shapiro,
    Math. Japonica, 40 (1994), pp. 199--206.

15. S. Shelah and L. Soukup,
    On a problem of D. Monk,
    Periodica Math. Hung, 30 (1995), pp. 155--163.

16. P. Nyikos, L. Soukup, and B. Veliv~ckoviv c,
    Hereditary normality of gammaN-spaces,
    Topology and its Applications, 65 (1995), pp. 9--19.

17. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    Forcing countable networks for spaces satisfying R(X^omega)=omega,
    Comm. Math. Univ. Carol., 37 (1996), pp. 159--170.

18. I. Juhász and L. Soukup,
    How to force a countably tight, initially omega_1-compact and non-compact space?,
    Topology and its Applications, 69 (1996), pp. 227--250.

19. S. Fuchino and L. Soukup,
    More set-theory around the weak Freese-Nation property,
    Fundamenta Mathematicae, (1997), pp. ???--???

20. L. Soukup,
    Martin Axiómával konzisztens tulajdonságokról.
    kandidátusi értekezés, megvédve 1993-ban.

21. I. Juhász, Z. Nagy, L. Soukup, and Z. Szentmiklóssy,
    Intersection properties of open sets, II,
    in Proceedings of the Tenth Summer Conference in General Topology and Applications,1994, TU Delft, Netherlands.
    to appear.

22. A. Dow, I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    More on sequentially compact implying pseudoradial,
    Topology and its Applications.
    to appear.

23. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    Combinatorial principles from adding Cohen reals,
    in Logic Colloquium 95, Haifa, Israel.
    to appear.

24. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    What left from CH if we add Cohen reals,
    in TopoSym96, Prag, Czech Republik.
    to appear.

25. S. Fuchino, S. Shelah, and L. Soukup,
    Sticks and clubs.
    to appear in Ann. Pure and Appl. Logic.

26. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    Preservation properties.
    preprint.

27. L. Soukup,
    Smooth Graphs,
    Comm. Math. Univ. Carol.
    submitted.

28. J. Roitman and L. Soukup,
    Luzin and anti-Luzin almost disjoint families,
    Fundamenta Mathematicae.
    to appear.

29. L. Soukup and Z. Szentmiklóssy,
    An application of pcf theory to superatomic Boolean algebras.
    in preparation.

30. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    Irresolvable spaces.
    in preparation.

31. L. Soukup,
    An Ostaszewsky-like space under Martin's Axiom.
    preprint.

32. L. Soukup,
    A weak version of Toronto space problem.
    in preparation.

33. I. Juhász, L. Soukup, and Z. Szentmiklóssy,
    Reflection theorems around Psi.
    in preparation.