Balogh Vanda and Berend Gábor and Diochnos Dimitrios I. and Turán György:
Understanding the Semantic Content of Sparse Word Embeddings Using a Commonsense Knowledge Base.
In:
Proceedings of the Thirty-Fourth AAAI Conference on Artificial Intelligence, AAAI 2020.
AAAI Press, New York (NY), pp. 7399-7406.
(2020)
ISBN 9781577358237
Balogh Vanda and Berend Gábor and Dimitrios Diochnos I. and Turán György and Farkas Richárd:
Interpretability of Hungarian embedding spaces using a knowledge base.
In:
XV. Magyar Számítógépes Nyelvészeti Konferencia.
Szegedi Tudományegyetem, Informatikai Intézet, Szeged, pp. 49-62.
(2019)
ISBN 9789633153932
Ohlsson Stellan and Sloan Robert H. and Turán György and Urasky Aaron:
Measuring an artificial intelligence system's performance on a verbal IQ test for young children.
JOURNAL OF EXPERIMENTAL & THEORETICAL ARTIFICIAL INTELLIGENCE, 29 (4).
pp. 679-693.
ISSN 0952-813X
(2017)
Vafaee Fatemeh and Turán György and Nelson Peter C. and Berger-Wolf Tanya Y.:
Balancing the exploration and exploitation in an adaptive diversity guided genetic algorithm.
In:
Proceedings of the 2014 IEEE Congress on Evolutionary Computation, CEC 2014. Beijing, Kína, 2014.07.06-2014.07.11.
IEEE, Beijing, pp. 2570-2577.
(2014)
ISBN 978-1-4799-6626-4
Iván Szabolcs and Lelkes Ádám D. and Nagy-György Judit and Szörényi Balázs and Turán György:
Biclique Coverings, Rectifier Networks and the Cost of ε-Removal.
Lecture Notes in Computer Science, 8614.
pp. 174-185.
ISSN 0302-9743
(2014)
Berger-Wolf Tanya and Diochnos Dimitrios I. and London András and Pluhár András and Sloan Robert H. and Turán György:
Commonsense knowledge bases and network analysis.
In: 11th International Symposium on Logical Formalizations of Commonsense Reasoning, 2013.05.27-2013.05.29., Ayia Napa, Ciprus.
Terjedelem: 7 p..
Langlois Marina and Sloan Robert H. and Turán György:
Horn upper bounds and renaming.
JOURNAL OF SATISFIABILITY BOOLEAN MODELING AND COMPUTATION, 7.
pp. 1-15.
ISSN 1574-0617
(2009)
Hajnal Péter and Liu Z and Turán György:
Nearest neighbor representations of Boolean functions.
In: 9th International Symposium on Artificial Intelligence and Mathematics, 2006.01.04-2006.01.06, Fort Lauderdale.
P44-8 p..
Sloan Robert H. and Szörényi Balázs and Turán György:
On k-term DNF with largest number of prime implicants.
ELECTRONIC COLLOQUIUM ON COMPUTATIONAL COMPLEXITY, 12.
Terjedelem: 16 p.-Azonosító: 023.
(2005)