Published papers

  • R. Pálovics, P. Szalai, J. Pap, E. Frigó, L. Kocsis, A.A. Benczúr
    Location-aware online learning for top-k recommendation
    Pervasive and Mobile Computing, Vol. 38, Part 2, July 2017, pp 490-504. Journal link

  • R. Pálovics, B. Daróczy, A.A. Benczúr, J. Pap, L. Ermann, S. Phan, A.D. Chepelianskii, D.L. Shepelyansky
    Statistical analysis of Nomao customer votes for spots of France
    The European Physical Journal B, August 2015, Vol. 88, Issue 194. Journal link

  • A. Frank, T. Király, J. Pap, D. Pritchard
    Characterizing and recognizing generalized polymatroids
    Mathematical Programming, August 2014, Vol. 146, Issue 1, pp 245-273.. Journal link
    Preprint: EGRES Technical Report no. 2012-03

  • T. Király, J. Pap
    Stable multicommodity flows
    Algorithms Vol. 6, Issue 1 (2013), pp 161-168. Journal link (open access)

  • T. Király, J. Pap
    PPAD-completeness of polyhedral versions of Sperner's Lemma
    Discrete Mathematics Vol. 313, Issue 15 (2013), pp 1594-1599. Journal link
    Preprint: EGRES Technical Report no. 2012-04

  • A. Bernáth, T. Király, E.R. Kovács, G. Mádi-Nagy, Gy. Pap, J. Pap, J. Szabó, L. Végh
    Algorithms for multiplayer multicommodity flow problems
    Central European Journal of Operations Research, Volume 21 (2013), pp 699-712..
    Preprint: EGRES Technical Report no. 2012-09

  • J. Pap
    Recognizing Conic TDI Systems is Hard
    Mathematical Programming, Vol. 128, Issue 1-2 (2011), pp 43-48.

  • T. Király, J. Pap
    Ideal set functions
    7th Hungarian-Japanese Symposium on Discrete Mathematics and Its Applications, Kyoto (2011), pp 332-340.

  • T. Király, J. Pap
    Kernels, stable matchings, and Scarf's Lemma
    RIMS Kokyuroku Bessatsu B23: Combinatorial Optimization and Discrete Algorithms, (ed. S. Iwata), (2010), pp 131-145.

  • T. Király, J. Pap
    A note on kernels and Sperner's Lemma
    Discrete Applied Mathematics, Vol. 157, Issue 15 (2009), pp 3327-3331.

  • T. Király, J. Pap
    Total dual integrality of Rothblum's description of the stable marriage polyhedron
    Mathematics of Operations Research Vol. 33 Issue 2 (2008), pp 283-290.
    Preprint: EGRES Technical Report no. 2005-01

Papers in preparation, Technical reports and Quick proofs

Other

  • K. Bérczi, A. Frank, V. Kaszanitzky, C. Király, T. Király, E.R. Kovács, G. Pap, J. Pap, Operációkutatás példatár, (Operations research exercises), online lecture notes (in Hungarian).

  • L. Végh, J. Pap, Játékelmélet jegyzet, (Game theory lecture notes, in Hungarian)