Követés
Julia Pap
Cím
Hivatkozott rá
Hivatkozott rá
Év
Kernels, Stable Matchings, and Scarf's Lemma (Combinatorial Optimization and Discrete Algorithms)
T Király, J Pap
数理解析研究所講究録別冊 23, 131-145, 2010
20*2010
Recognizing conic TDI systems is hard
J Pap
Mathematical programming 128, 43-48, 2011
192011
Location-aware online learning for top-k recommendation
R Pálovics, P Szalai, J Pap, E Frigó, L Kocsis, AA Benczúr
Pervasive and mobile computing 38, 490-504, 2017
182017
A note on kernels and Sperner’s Lemma
T Király, J Pap
Discrete Applied Mathematics 157 (15), 3327-3331, 2009
182009
Stable multicommodity flows
T Király, J Pap
algorithms 6 (1), 161-168, 2013
152013
Total Dual Integrality of Rothblum's Description of the Stable-Marriage Polyhedron
T Király, J Pap
Mathematics of Operations Research 33 (2), 283-290, 2008
152008
Characterizing and recognizing generalized polymatroids
A Frank, T Király, J Pap, D Pritchard
Mathematical Programming 146, 245-273, 2014
102014
PPAD-completeness of polyhedral versions of Sperner’s Lemma
T Király, J Pap
Discrete Mathematics 313 (15), 1594-1599, 2013
92013
Solving RecSys challenge 2015 by linear models, gradient boosted trees and metric optimization
R Pálovics, P Szalai, L Kocsis, A Szabó, E Frigó, J Pap, ZK Nyikes, ...
Proceedings of the 2015 International ACM Recommender Systems Challenge, 1-4, 2015
72015
Location-Aware Online Learning for Top-k Hashtag Recommendation.
R Pálovics, P Szalai, L Kocsis, J Pap, E Frigó, AA Benczúr
LocalRec@ RecSys, 36-39, 2015
72015
On the list colouring of two matroids
T Király, J Pap
EGRES Quick Proof, 2010
52010
Algorithms for multiplayer multicommodity flow problems
A Bernáth, T Király, ER Kovács, G Mádi-Nagy, G Pap, J Pap, J Szabó, ...
Central European Journal of Operations Research 21, 699-712, 2013
42013
Integrality, complexity and colourings in polyhedral combinatorics
J Pap
Ph. D. Thesis, 2012
42012
A note on a conjecture on clutters
J Pap
Technical Report TR-2010-09, Egerváry Research Group, Budapest, 2010. http …, 2010
22010
Rothblum’s description of the stable marriage polyhedron is TDI
T Király, J Pap
Technical Reports, 2005
22005
An extension of Lehman’s theorem and ideal set functions
T Király, J Pap
Discrete Applied Mathematics 209, 251-263, 2016
12016
Complexity of equilibria in linear service-providing games
T Király, J Pap
EGRES Technical Report, 2012
12012
Diszkrét és folytonos: a gráfelmélet, algebra, analízis és geometria találkozási pontjai= discrete and continuous: interfaces between graph theory, algebra, analysis and geometry
L Lovász, M Bárász, K Bezdek, K Böröczky, B Csikós, E Csóka, G Elekes, ...
OTKA Kutatási Jelentések| OTKA Research Reports, 2012
12012
A note on kernels in h-perfect graphs
T Király, J Pap
Tech. Report TR-2007-03, Egerváry Research Group, 2007
12007
Finding equilibria in linear service-providing games
T Király, J Pap
2016
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Cikkek 1–20