István Fazekas

12 papers Journal 7Unranked 4
YearRankTypeTitle / Venue / Authors
2025 J jnl
A limit theorem for runs containing two types of contaminations.
Period. Math. Hung.
István Fazekas, Borbála Fazekas, Michael Ochieng Suja
2024 J jnl
On the Convergence Rate for the Longest at Most T-Contaminated Runs of Heads.
Entropy
István Fazekas, Borbála Fazekas, László Fórián
2023 — conf
Diffusion-Based Data Augmentation for Skin Disease Classification: Impact Across Original Medical Datasets to Fully Synthetic Images.
DGM4MICCAI
Mohamed Akrout, Bálint Gyepesi, Péter Holló, Adrienn Poór, Blága Kincso, Stephen Solis, Katrina Cirone, Jeremy Kawahara, Dekker Slade, Latif Abid, Máté Kovács, István Fazekas
2023 J jnl
Diffusion-based Data Augmentation for Skin Disease Classification: Impact Across Original Medical Datasets to Fully Synthetic Images.
CoRR
Mohamed Akrout, Bálint Gyepesi, Péter Holló, Adrienn Poór, Blága Kincso, Stephen Solis, Katrina Cirone, Jeremy Kawahara, Dekker Slade, Latif Abid, Máté Kovács, István Fazekas
2020 — ed.
Proceedings of the 11th International Conference on Applied Informatics (ICAI 2020), Eger, Hungary, January 29-31, 2020.
ICAI
Gergely Kovásznai, István Fazekas, Tibor Tómács
2019 J jnl
The N-star network evolution model.
J. Appl. Probab.
István Fazekas, Csaba Noszály, Attila Perecsényi
2017 — conf
Numerical analysis of a network evolution model.
CogInfoCom
István Fazekas, Attila Perecsényi, Bettina Porvázsnyik
2012 — conf
Human-robot interaction: Importance, opportunities, and educational responsibility in this regard.
CogInfoCom
Peter Magyar, Gabor Geda, Tamas Gregus, István Fazekas
2012 — conf
Possibilities of a multi-functional human-computer interaction in everyday life.
CogInfoCom
Tamas Gregus, Gabor Geda, Peter Magyar, István Fazekas
2010 J jnl
An exponential inequality and strong limit theorems for conditional expectations.
Period. Math. Hung.
Alexey Chuprunov, István Fazekas
2006 J jnl
The mobiDÁIK Educational Portal.
J. Univers. Comput. Sci.
Peter Antal, Norbert Bátfai, István Fazekas, Péter Jeszenszky
2005 J jnl
Integral analogues of almost sure limit theorems.
Period. Math. Hung.
Alexey Chuprunov, István Fazekas