I am a post-doctoral researcher at the School of Mathematics at Tel Aviv University hosted by
Noga Alon,
Michael Krivelevich, and
Ron Peled. I am also a junior research fellow at Trinity College, Cambridge. My areas of interest include various branches of extremal and probabilistic combinatorics, such as extremal (hyper)graph theory, the theory of random graphs, and Ramsey theory, as well as some topics in additive number theory. I completed my PhD at the University of Illinois at Urbana-Champaign in 2010 under the supervision of
Jozsi Balogh. Prior to coming to Urbana-Champaign, I received master's degrees in mathematics and computer science from the Unversity of Wroclaw.
J. Balogh, R. Morris, W. Samotij, and L. Warnke
The typical structure of sparse Kr+1-free graphs
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M. Krivelevich, D. Reichman, and W. Samotij
Expansion in randomly perturbed connected graphs and its consequences
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R. Peled, W. Samotij, and A. Yehudayoff
Grounded Lipschitz functions on trees are typically flat
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D. Conlon, W. T. Gowers, W. Samotij, and M. Schacht
On the KŁR conjecture in random graphs
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M. Krivelevich and W. Samotij
Long paths and cycles in random subgraphs of H-free graphs
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J. Balogh, R. Morris, and W. Samotij
Independent sets in hypergraphs
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R. Peled, W. Samotij, and A. Yehudayoff
Lipschitz functions on expanders are typically flat
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N. Alon, J. Balogh, R. Morris, and W. Samotij
A refinement of the Cameron-Erdős conjecture
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N. Alon, J. Balogh, R. Morris, and W. Samotij
Counting sum-free sets in Abelian groups
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Y. Kohayakawa, S. Lee, V. Rödl, and W. Samotij
The number of Sidon sets and the maximum size of Sidon sets contained in a sparse random set of integers
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W. Samotij
Stability results for random discrete structures
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M. Krivelevich and W. Samotij
Optimal packings of Hamilton cycles in sparse random graphs
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D. Johannsen, M. Krivelevich, and W. Samotij
Expanders are universal for the class of all spanning trees
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R. Peled and W. Samotij
Odd cutsets and the hard-core model on Zd
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J. Balogh, R. Morris, and W. Samotij
Random sum-free subsets of Abelian groups
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J. Balogh, C. Lee, and W. Samotij
Corrádi and Hajnal's theorem for sparse random graphs
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J. Balogh and W. Samotij
On the Chvátal-Erdős triangle game
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C. Lee and W. Samotij
Pancyclic subgraphs of random graphs
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J. Balogh, B. Csaba, and W. Samotij
Local resilience of almost spanning trees in random graphs
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J. Balogh and W. Samotij
The number of Ks,t-free graphs
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J. Balogh, B. Csaba, M. Pei, and W. Samotij
Large bounded degree trees in expanding graphs
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J. Balogh and W. Samotij
The number of Km,m-free graphs
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J. Balogh and W. Samotij
Almost all C4-free graphs have fewer than (1-ε)ex(n,C4) edges
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N. Alon, J. Balogh, A. Kostochka, and W. Samotij
Sizes of induced subgraphs of Ramsey graphs
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Post-doc at the School of Mathematical Sciences at Tel Aviv University (2010-2011, 2012-)
Junior Research Fellow at Trinity College, University of Cambridge (2010-)
PhD in Mathematics from the University of Illinois at Urbana-Champaign (2007-2010)
M.Sc. in Mathematics from the University of Wroclaw (2002-2007)
M.Sc. in Computer Science from the University of Wroclaw (2002-2007)
My flickr page - some photos I have taken since January 2006