Zoltán Tibor Balogh
Zoltán "Zoli" Tibor Balogh (December 7, 1953 – June 19, 2002) was a Hungarian-born mathematician, specializing in set-theoretic topology. His father, Tibor Balogh, was also a mathematician. His best-known work concerned solutions to problems involving normality of products, most notably the first ZFC construction of a small (cardinality continuum) Dowker space. He also solved Nagami's problem (normal + screenable does not imply paracompact), and the second and third Morita conjectures about normality in products. Provided by Wikipedia-
1
-
2
-
3
-
4by Jan Francisti, Zoltán Balogh, Jaroslav Reichel, Martin Magdin, Štefan Koprda, György MolnárGet full text
Published 2020-10-01
Article -
5
-
6
-
7
-
8by László Pósa, Zoltán Balogh, Dávid Krisztián, Péter Balázs, Botond Sánta, Roman Furrer, Miklós Csontos, András HalbritterGet full text
Published 2021-05-01
Article -
9by Livia Sira, Zoltán Balogh, Eszter Vitális, Dávid Kovács, Ferenc Győry, Csaba Molnár, Miklos Bodor, Endre V. NagyGet full text
Published 2021-10-01
Article -
10by Zoltán Balogh-Michels, Igor Stevanovic, Aurelio Borzi, Andreas Bächli, Daniel Schachtler, Thomas Gischkat, Antonia Neels, Alexander Stuck, Roelene BothaGet full text
Published 2021-03-01
Article -
11Substrate Cleaning Processes and Their Influence on the Laser Resistance of Anti-Reflective Coatingsby Thomas Gischkat, Daniel Schachtler, Igor Stevanovic, Zoltan Balogh-Michels, Roelene Botha, Andreas Bächli, Marco Cucinelli, André Mocker, Martin Gutsche, Sven Günther, Philipp Alder, Bernd EiermannGet full text
Published 2020-11-01
Article