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Ezen az oldalon az NKFI Elektronikus Pályázatkezelő Rendszerében nyilvánosságra hozott projektjeit tekintheti meg.
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| Erdős P L; Miklosi I; Soukup L:: Towards random uniform sampling of bipartite graphs with given degree sequence, The Electronic Journal of Combinatorics, 20, 2013 | | Gyenis Z; Rédei M:: Why Bertrand's Paradox is not paradoxical but is felt so?, Recent Developments in the Philosophy of Science: EPSA13 Helsinki, U. Maki, S. Ruphy, G. Schurz, I. Votsis, (eds.) (Springer, forthcoming), 2015 | | Elekes M; Keleti T:: Decomposing the real line into Borel sets closed under addition, Math. Logic Quaterly, to appear, 2015 | | Elekes M; Vidnyánszky Z:: Characterization of order types of pointwise linearly ordered families of Baire class 1 functions, Advances in Math., submitted, 2014 | | Balka R; U B Darji; Elekes M:: Hausdorff and packing dimension of fibers and graphs of prevalent continuous maps, Advances in Math., submitted, 2014 | | Elekes M, Kiss V, Vidnyánszky Z: Ranks on the Baire class $\xi$ functions, Trans. Amer. Math. Soc., submitted, 2014 | | Kim Y; Kumbhat M; Nagy Z L; Patkos B; Pokrovskiy A; Vizer M:: Identifying codes and searching with balls in graphs, Discrete Applied Mathematics, to appear, 2015 | | Füredi Z; Gerbner D; Vizer M:: A discrete isodiametric result: the Erdős-Ko-Rado theorem for multisets, European Journal of Combinatorics, to appear, 2015 | | Sagi G:: On nonrepresentable G-polyadic algebras with representable cylindric reducts, Log. J. IGPL 19 (2011), no. 1, pp. 105-109, 2011 | | Sagi, G; Sziraki D:: Some variants of Vaught's conjecture from the perspective of algebraic logic, Log. J. IGPL 20 (2012), no. 6, pp. 1064-1082, 2012 | | Sagi G:: Polyadic algebras, Cylindric-like algebras and algebraic logic, (ed.s: H. Andreka, M. Ferenczi, I. Nemeti), pp. 367-389, Bolyai Soc. Math. Stud., 22, János Bolyai Math. Soc., Budapest, 2012, 2012 | | Balka R; Buczolich Z; Elekes M: A new fractal dimension: The topological Hausdorff dimension, Advances in Math., to appear, 2014 | | Elekes M; Steprans J: Haar null sets and the consistent reflection of non-meagreness, Canad. J. Math., 66 (2014), 303 - 322., 2014 | | Soukup D; Soukup L; Spadaro S: Comparing weak versions of separability (title has changed), Top. Appl., Vol 160,pp 2538-2566, 2013 | | Soukup L: Essentially disjoint families, confl ct free colorings, and Shelah's Revised GCH, Acta Math Hung, Vol140, Issue 3, pp 293-303, 2013 | | Balka R; Elekes M; Máthé A: Answer to a question of Kolmogorov, Proc. Amer. Math. Soc., to appear, 2014 | | Juhász I; Shelah S;: Strong colorings yield discretely untouchable points in $\omega$-bounded spaces, Proc. Amer. Math. Soc. (to appear), 2015 | | Juhász I; Soukup L; Szentmiklóssy Z:: Regular spaces of small extent are $\omega$-resolvable, Fund. Math. 228 (2015), pp. 27 - 46., 2015 | | Soukup D; Soukup L:: Partitioning bases of topological spaces, CMUC 55 , issue 4, pp. 537-566, 2014 | | Patkós B; Vizer M:: Game saturation of intersecting families, Central European Journal of Mathematics 12 (2014), no. 9, pp. 1382-1389, 2014 | | Balka R; Darji U B; Elekes M:: Bruckner-Garg-type results with respect to Haar null sets in C[0,1], Proc. Edinb. Math. Soc., to appear, 2013 | | Elekes M; Vidnyánszky Z:: Haar null sets without $G_\delta$ hulls, Israel J. Math. , to appear, 2014 | | Goldstern M; Sági G; . Shelah S:: Very many clones above the unary clone, Algebra Universalis 69 (2013), no. 4, 387-399, 2013 | | Gyenis Z; Sági G:: Upward Morley's theorem downward, Math. Log. Q. 59 (2013), no. 4-5, 303-331, 2013 | | Gyenis Z:: Interpolation property and homogeneous structures, Logic Journal of IGPL, 22 (2014), pp. 597-607., 2014 | | Gyenis Z; Rédei M:: Can Bayesian agents always be rational? A principled analysis of consistency of an Abstract Principal Principle, Philosophy of Science, submitted, 2014 | | Borodulin-Nadzieja P; Farkas B; Plebanek G:: Representations of ideals in Polish groups and in Banach spaces, J. Symbolic Logic (to appear), 2014 | | Elekes M; Soukup D; Soukup L; Szentmiklóssy Z:: Decompositions of edge-colored infinite complete graphs into monochromatic paths, Combinatorica (submitted), 2015 | | Juhász I; Soukup L; Szentmiklóssy Z:: Between countably compact and $\omega$-bounded, Top. Appl., to appear, 2015 | | Balka R; Darji U B; Elekes M:: Bruckner-Garg-type results with respect to Haar null sets in C[0,1], Proc. Edinb. Math. Soc. (submitted), 2014 | | Elekes M; Vidnyánszky Z:: Haar null sets without $G_\delta$ hulls, Israel J. Math. (submitted), 2014 | | Goldstern M; Sági G; . Shelah S:: Very many clones above the unary clone, Algebra Universalis 69 (2013), no. 4, 387-399, 2013 | | Gyenis Z; Sági G:: Upward Morley's theorem downward, Math. Log. Q. 59 (2013), no. 4-5, 303-331, 2013 | | Sági G:: Designing Decidable Logics of Epistemology, Proceedings of the 12th International Conference on Informatics, (ed.s: Valerie Novitzka, Stefan Hudak), pp. 225-227, Spisska Nova Ves, Slovakia., 2013 | | Gyenis Z:: Interpolation property and homogeneous structures, Logic Journal of IGPL, to appear, 2013 | | Gyenis Z; Rédei M:: Can Bayesian agents always be rational? A principled analysis of consistency of an Abstract Principal Principle, Philosophy of Science, 2014 | | Borodulin-Nadzieja P; Farkas B:: Representations of ideals in Polish groups and in Banach spaces, J. Symbolic Logic (submitted), 2014 | | Elekes M; Soukup D; Soukup L; Szentmiklóssy Z:: Monochromatic path decompositions of in nite complete graphs, ***, 2014 | | Juhász I; Soukup L; Szentmiklóssy Z:: Between countably compact and $\omega$-bounded, ***, 2014 | | Juhász I; Shelah S;: Strong colorings yield discretely untouchable points in $\omega$-bounded spaces, Proc. Amer. Math. Soc. (to appear), 2013 | | Juhász I; Soukup L; Szentmiklóssy Z:: Regular spaces of small extent are $\omega$-resolvable, Fund. Math. (submitted), 2014 | | Soukup D; Soukup L:: Partitioning bases of topological spaces, CMUC, 2014 | | Patkós B; Vizer M:: Game saturation of intersecting families, Central European Journal of Mathematics, to appear, 2014 | | Juhász I; van Mill J; Weiss W: Variations on $\omega$-boundedness, Israel J. Math., to appear, 2012 | | Balka R; Buczolich Z; Elekes M: A new fractal dimension: The topological Hausdorff dimension, J. Amer. Math. Soc., submitted, 2012 | | Elekes M: A covering theorem and the random-indestructibility of the density zero ideal, Real Anal. Exchange 37 (2011), no. 1, 55-60., 2011 | | Elekes M; Steprans J: Haar null sets and the consistent reflection of non-meagreness, Canad. J. Math., accepted, 2012 | | Balka R; Elekes M: Continuous horizontally rigid functions of two variables are affine, Aequationes Math. 84 (2012), no. 1-2, 27-39., 2012 | | Elekes M; Keleti T; Máthé A: Reconstructing geometric objects from the measures of their intersections with test sets,, J. Fourier Anal. Appl., accepted, 2012 | | Balka R; Buczolich Z; Elekes M: Topological Hausdorff dimension and level sets of generic continuous functions on fractals, Chaos Solitons Fractals 45 (2012), 1579-1589., 2012 | | Soukup D; Soukup L; Spadaro S: Comparing weak versions of separability (title has changed), Top. Appl., submitted, 2012 | | Goldstern M; Sági G; Shelah: Clones above the unary clone, Algebra Universalis, to appear, 2012 | | Gyenis Z; Sági G: Upward Morley's Theorem Downward, Math. Logic Quarterly, to appear, 2013 | | Sági G: Vaught's conjecture from the perspective of algebraic logic, submitted, Math. Logic Quarterly, submitted, 2012 | | Borodulin-Nadzieja P; Farkas B: Cardinal coefficients associated to certain orders on ideals, Archive for Mathematical Logic, to appear, 2012 | | Balcerzak M; Farkas B; Glab S: Covering properties of ideals, Arch. Math. Logic, to appear, 2012 | | Juhász I; van Mill J:: Can a free ultrafilter be connectedly generated?, Questions and Answers in General Topology 30 (2012), pp. 103--104., 2012 | | Soukup L: Essentially disjoint families, confl ct free colorings, and Shelah's Revised GCH, Acta Math Hung, to appear, 2013 | | Fuchino S; Sakai H; Soukup L; Usuba T: More about the Fodor-type Refl ection Principle, Fund. Math., submitted, 2013 | | Juhász I; Soukup L; Szentmiklóssy Z; Weiss W: Lifting some properties of compacta to Lindelöf P-spaces, preprint, 2013 | | Soukup D; Soukup L: Partitioning bases of topological spaces, preprint, 2013 | | Balka R; Elekes M; Máthé A: Answer to a question of Kolmogorov, Proc. Amer. Math. Soc., submitted, 2013 | | Juhász I; van Mill J; Weiss W: Variations on $\omega$-boundedness, Israel J. Math., 194 (2013), no. 2, pp. 745-766., 2013 | | Elekes M; Keleti T; Máthé A: Reconstructing geometric objects from the measures of their intersections with test sets,, J. Fourier Anal. Appl., 19 (2013), no. 3, 545-576, 2013 | | Juhász I; Szentmiklóssy Z: Compacta are maximally $G_\delta$-resolvable, CMUC 54, 2 (2013), pp. 259 –261., 2013 | | Balka R; Elekes M; Máthé A: Answer to a question of Kolmogorov, Proc. Amer. Math. Soc., to appear, 2014 |
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