Publikacje

Michał Strzelecki

Liczba publikacji: 12

2024

• Radosław Adamczak , Joscha Prochno, Marta Strzelecka , Michał Strzelecki , Norms of structured random matrices, MATHEMATISCHE ANNALEN, 388 2024, s. 3463–3527. Zobacz w PBN

2022

• Joscha Prochno, Michał Strzelecki , Approximation, Gelfand, and Kolmogorov numbers of Schatten class embeddings, Journal of Approximation Theory, 277 2022, s. 105736. Zobacz w PBN
• Franck Barthe, Michał Strzelecki , Functional Inequalities for Two-Level Concentration, Potential Analysis, 56 2022, s. 669–696. Zobacz w PBN
• Radosław Adamczak , Bartłomiej Polaczyk , Michał Strzelecki , Modified log-Sobolev inequalities, Beckner inequalities and moment estimates, JOURNAL OF FUNCTIONAL ANALYSIS, 282 (7) 2022, s. 109349. Zobacz w PBN

2020

• Michał Strzelecki , Hardy's operator minus identity and power weights, JOURNAL OF FUNCTIONAL ANALYSIS, 279 (2) 2020, s. 108532. Zobacz w PBN

2019

• Radosław Adamczak , Michał Kotowski , Michał Strzelecki , Bartłomiej Polaczyk , A note on concentration for polynomials in the Ising model, ELECTRONIC JOURNAL OF PROBABILITY, 24 2019, s. 1-22. Zobacz w PBN
• Radosław Adamczak , Michał Strzelecki , On the convex Poincaré inequality and weak transportation inequalities, BERNOULLI, 25 (1) 2019, s. 341-374. Zobacz w PBN

2018

• Yan Shu, Michał Strzelecki , A characterization of a class of convex log-Sobolev inequalities on the real line, Annales de l'institut Henri Poincare (B) Probability and Statistics, 54 (4) 2018, s. 2075-2091. Zobacz w PBN

2017

• Marta Strzelecka , Michał Strzelecki , Tomasz Tkocz, On the convex infimum convolution inequality with optimal cost function, Alea, 14 2017, s. 903-915. Zobacz w PBN
• Michał Strzelecki , The $L^p$-norms of the Beurling-Ahlfors transform on radial functions, Annales Academiae Scientiarum Fennicae Mathematica, 42 (1) 2017, s. 73-93. Zobacz w PBN

2016

• Michał Strzelecki , A note on sharp one-sided bounds for the Hilbert transform, Proceedings of the American Mathematical Society, 144 (3) 2016, s. 1171-1181. Zobacz w PBN

2015

• Radosław Adamczak , Michał Strzelecki , Modified log-Sobolev inequalities for convex functions on the real line. Sufficient conditions, Studia Mathematica, 230 (1) 2015, s. 59-93. Zobacz w PBN