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Jakub KozikPhD
| phone: | (+48-12) 664 75 57 | | fax: | (+48-12) 664 66 72 | | email: |  | | office: | ul. Łojasiewicza 6, 30-348 Kraków
| | room: | 3060 | | office hours: | Wednesday 15:00 - 16:00 | | Thursday 11:00 - 12:00 | | |
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| phd thesis: | [pdf] |
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| research interests |
| logic | | analytic combinatorics | | probabilistic method | | graph choosability |
| selected publications |
Jakub Kozik and Piotr Micek,
Nonrepetitive colorings of trees,
[submitted] | Jakub Kozik, Piotr Micek and Xuding Zhu,
Towards on-line Ohba’s conjecture,
[pdf]
[submitted] | Vida Dujmović, Gwenaël Joret, Jakub Kozik, David R. Wood,
Nonrepetitive Colouring via Entropy Compression
[submitted] | René David, Christophe Raffalli, Guillaume Theyssier, Katarzyna Grygiel, Jakub Kozik, Marek Zaionc,
Some properties of random lambda terms,
[submitted] | Jarosław Grytczuk, Jakub Kozik and Piotr Micek,
A new approach to nonrepetitive sequences, [pdf]
[accepted in Random Structures and Algorithms] | Antoine Genitrini, Jakub Kozik,
In the full propositional logic, 5/8 of classical tautologies are intuitionistically valid [link]
[Annals of Pure and Applied Logic, Volume 163, Issue 7, July 2012, pp. 875–887] | Jarosław Grytczuk, Jakub Kozik, Marcin Witkowski,
Nonrepetitive sequences on arithmetic progressions [pdf]
[Electronic Journal of Combinatorics 18, 2011] | Jakub Kozik,
Dynamic Threshold Strategy for Universal Best Choice Problem,
[DMTCS Proceedings, 21st International Meeting on Probabilistic,
Combinatorial, and Asymptotic Methods in the Analysis of Algorithms,
(2010), 439–452.
] | Antoine Genitrini, Jakub Kozik,
Quantitative comparison of Intuitionistic and Classical logics - full propositional system,
[LFCS09, Lecture Notes in Computer Science 5407 (2009) pp. 280-294] | Antoine Genitrini, Jakub Kozik, Grzegorz Matecki,
On the density and the structure of the Peirce-like formulae,
[DMTCS proc. from Fifth Colloquium on Mathematics and Computer Science Algorithms, Trees, Combinatorics and Probabilities, 2008, pp. 461-474] | Jakub Kozik,
Subcritical pattern languages for and/or trees
[DMTCS proc. from Fifth Colloquium on Mathematics and Computer Science Algorithms, Trees, Combinatorics and Probabilities, 2008, pp. 437-448] | Antoine Genitrini, Jakub Kozik, Marek Zaionc
Intuitionistic vs. Classical Tautologies, Quantitative Comparison,
[TYPES 2007, Lecture Notes in Computer Science 4941 (2008) pp. 100-109.] | Jakub Kozik,
Undecidable problems concerning densities of languages,
[Computational Logic and Applications, CLA 05, David, Rene and Gardy, Daniele and Lescanne, Pierre and Zaionc, Marek (eds.), Discrete Mathematics and Theoretical Computer Science (Proceedings AF), pp. 69-76] | Jakub Kozik, Conditional Densities of Regular Languages,
[Electronic Notes in Theoretical Computer Science , 140(2005), 67-79] |
| grants |
| 2004 - 2006 |
Types for programs and proofs |
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EU, szósty program ramowy |
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Project of 35 European Universities, |
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contract number 510996. |
| 2006 - 2008 |
Quantitative research in logic and functional languages |
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POLONIUM grant |
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Cooperation between TCS and L Ecole Normale Superieure de Lyon and Universite de Versailles Saint-Quentin. |
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7087/R07/R08 |
| 2008 - 2008 |
Research on large scale mailing system |
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Ministry of Science and Higher Education, Interia.pl S.A. |
| 2009 - 2012 |
Quantitative study in logics and computation theory |
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Ministry of Science and Higher Education |
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N206 3761 37 |
| 2010 - 2012 |
Movement tracking in monitored zones |
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Ministry of Science and Higher Education |
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R00 0081 11 |
| 2011 - 2012 |
Quantitative logic |
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Ministry of Science and Higher Education, |
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8434/2011 |
| 2011 - 2014 |
Algorithmic Local Lovász Lemma as double counting |
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Polish National Science Center |
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2011/01/D/ST1/04412 |
| short cv |
| 2002 | M.S. (computer science) | Jagiellonian University | Krakow, Poland | | 2006 | PhD (computer science) | Jagiellonian University | Krakow, Poland | | 2007 | Three months visit at Computer Science Department | Universite de Versailles Saint-Quentin-en-Yvelines | France | | 2011 | Two months visit at Center for Discrete Mathematics | Zhejiang Normal University | Jinhua, China |
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