Blow-up lemma J Komlós, GN Sárközy, E Szemerédi
Combinatorica 17, 109-123, 1997
365 1997 Proof of the Seymour conjecture for large graphs J Komlós, GN Sárközy, E Szemerédi
Annals of Combinatorics 2, 43-60, 1998
177 1998 Proof of the Alon–Yuster conjecture J Komlós, G Sárközy, E Szemerédi
Discrete Mathematics 235 (1-3), 255-269, 2001
169 2001 Three-color Ramsey numbers for paths A Gyárfás, M Ruszinkó*, GN Sárközy, E Szemerédi
Combinatorica 27 (1), 35-69, 2007
124 2007 On the square of a Hamiltonian cycle in dense graphs J Komlós, GN Sárközy, E Szemerédi
Random Structures & Algorithms 9 (1‐2), 193-211, 1996
120 1996 On the Pósa‐Seymour conjecture J Komlós, GN Sárközy, E Szemerédi
Journal of Graph Theory 29 (3), 167-176, 1998
112 1998 An algorithmic version of the blow‐up lemma J Komlós, GN Sarkozy, E Szemerédi
Random Structures & Algorithms 12 (3), 297-312, 1998
109 1998 Ramsey‐type results for Gallai colorings A Gyárfás, GN Sárközy, A Sebő, S Selkow
Journal of Graph Theory 64 (3), 233-243, 2010
99 2010 An improved bound for the monochromatic cycle partition number A Gyárfás, M Ruszinkó, GN Sárközy, E Szemerédi
Journal of Combinatorial Theory, Series B 96 (6), 855-873, 2006
95 2006 Spanning trees in dense graphs J Komlós, GN Sárkózy, E Szemerédi
Combinatorics, Probability and Computing 10 (5), 397-416, 2001
91 2001 Proof of a packing conjecture of Bollobás J Komlós, GN Sárközy, E Szemerédi
Combinatorics, Probability and Computing 4 (3), 241-255, 1995
88 1995 How to avoid using the regularity lemma: Pósa’s conjecture revisited I Levitt, GN Sárközy, E Szemerédi
Discrete Mathematics 310 (3), 630-641, 2010
66 2010 Spectral clustering in educational data mining S Trivedi, Z Pardos, G Sárközy, N Heffernan
Educational Data Mining 2011, 2010
64 2010 Partitioning 2-edge-colored graphs by monochromatic paths and cycles J Balogh, J Barát, D Gerbner, A Gyárfás, GN Sárközy
Combinatorica 34 (5), 507-526, 2014
48 2014 Partitioning -Colored Complete Graphs into Three Monochromatic Cycles A Gyárfás, M Ruszinkó, GN Sárközy, E Szemerédi
the electronic journal of combinatorics 18 (1), P53, 2011
48 2011 Monochromatic Hamiltonian Berge-cycles in colored complete uniform hypergraphs A Gyárfás, J Lehel, GN Sárközy, RH Schelp
Journal of Combinatorial Theory, Series B 98 (2), 342-358, 2008
46 2008 An extension of the Ruzsa-Szemerédi theorem GN Sárközy, S Selkow
Combinatorica 25, 77-84, 2004
46 2004 On k ‐ordered Hamiltonian graphs HA Kierstead, GN Sárközy, SM Selkow
Journal of Graph Theory 32 (1), 17-25, 1999
46 1999 Clustered knowledge tracing ZA Pardos, S Trivedi, NT Heffernan, GN Sárközy
Intelligent Tutoring Systems: 11th International Conference, ITS 2012 …, 2012
42 2012 Gallai colorings of non-complete graphs A Gyárfás, GN Sárközy
Discrete Mathematics 310 (5), 977-980, 2010
40 2010