Fourier series, Gábor analysis, approximation theory, martingale theory.
research field in which current research is conducted
mathematics and computing
Publications
2021
from data base, 2021. II. 02.
Weisz Ferenc: Doob’s and Burkholder-Davis-Gundy inequalities with variable exponent, PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 149: (2) pp. 875-888. type of document: Journal paper/Article language: English URL
2020
from data base, 2021. II. 02.
Szarvas K, Weisz F: Applications of mixed martingale Hardy spaces in Fourier analysis, JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 492: (1) 124403 type of document: Journal paper/Article language: English URL
2020
from data base, 2021. II. 02.
Jiao Yong, Weisz Ferenc, Wu Lian, Zhou Dejian: Variable martingale Hardy spaces and their applications in Fourier analysis, DISSERTATIONES MATHEMATICAE 550: pp. 1-67. type of document: Journal paper/Article number of independent citations: 10 language: English URL
2019
from data base, 2021. II. 02.
Xie Guangheng, Weisz Ferenc, Yang Dachun, Jiao Yong: New martingale inequalities and applications to Fourier analysis, NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS 182: pp. 143-192. type of document: Journal paper/Article number of independent citations: 2 language: English URL
2019
from data base, 2021. II. 02.
J Liu, Weisz Ferenc, D Yang, W Yuan: Littlewood–Paley and Finite Atomic Characterizations of Anisotropic Variable Hardy–Lorentz Spaces and Their Applications, JOURNAL OF FOURIER ANALYSIS AND APPLICATIONS 25: (3) pp. 874-922. type of document: Journal paper/Article number of independent citations: 2 language: English URL
2017
from data base, 2021. II. 02.
Weisz Ferenc: Convergence and Summability of Fourier Transforms and Hardy Spaces, Springer (Basel) type of document: Book/Monography number of independent citations: 5 language: English
2016
from data base, 2021. II. 02.
Weisz Ferenc: Dual spaces of multi-parameter martingale Hardy spaces, QUARTERLY JOURNAL OF MATHEMATICS 67: pp. 137-145. type of document: Journal paper/Article number of independent citations: 11 language: English URL
2012
from data base, 2021. II. 02.
Weisz F: Summability of Multi-Dimensional Trigonometric Fourier Series, SURVEYS IN APPROXIMATION THEORY 7: pp. 1-179. type of document: Journal paper/Article number of independent citations: 29 language: English URL
2002
from data base, 2021. II. 02.
Weisz Ferenc: Summability of Multi-Dimensional Fourier Series and Hardy Spaces, Kluwer Academic Publishers type of document: Book/Monography number of independent citations: 143 language: English URL
1994
from data base, 2021. II. 02.
Weisz Ferenc: Martingale Hardy spaces and their applications in Fourier analysis, Springer-Verlag type of document: Book/Monography number of independent citations: 370 language: English URL
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