On Wold-type decomposition P Pagacz
Linear algebra and its applications 436 (9), 3065-3071, 2012
30 2012 The Putnam-Fuglede property for paranormal and*-paranormal operators P Pagacz
Opuscula Mathematica 33 (3), 565-574, 2013
20 2013 On the commuting isometries Z Burdak, M Kosiek, P Pagacz, M Słociński
Linear Algebra and its Applications 516, 167-185, 2017
14 2017 Shift-type properties of commuting, completely non doubly commuting pairs of isometries Z Burdak, M Kosiek, P Pagacz, M Słociński
Integral Equations and Operator Theory 79 (1), 107-122, 2014
12 2014 Target layer regularization for continual learning using Cramer-Wold distance M Mazur, Ł Pustelnik, S Knop, P Pagacz, P Spurek
Information Sciences 609, 1369-1380, 2022
7 * 2022 The Berberian’s Transform and an Asymmetric Putnam–Fuglede Theorem A Bachir, P Pagacz
Complex Analysis and Operator Theory 16 (4), 59, 2022
4 * 2022 The interconnectedness between traditional banks, shadow banking, and non-performing loans in the Chinese economy P Łasak, A Szyszko, P Pagacz
Bank Credit 50 (4), 347-374, 2019
4 2019 Matrix pencils with the numerical range equal to the whole complex plane V Koval, P Pagacz
Linear Algebra and its Applications 657, 274-286, 2023
2 2023 A Unified Approach to the Decomposition Theorems in Baer Z Burdak, M Kosiek, P Pagacz, M Słociński
Results in Mathematics 76 (3), 131, 2021
2 * 2021 Random perturbations of matrix polynomials P Pagacz, M Wojtylak
Journal of Theoretical Probability, 1-37, 2020
2 2020 Invariant subspaces of H2 (T2) and L2 (T2) preserving compatibility Z Burdak, M Kosiek, P Pagacz, M Słociński
Journal of Mathematical Analysis and Applications 455 (2), 1706-1719, 2017
2 2017 On the spectral properties of a class of H-selfadjoint random matrices and the underlying combinatorics P Pagacz, M Wojtylak
Electronic Communications in Probability 19 (2014), 1-14, 2014
2 * 2014 Between the von Neumann inequality and the Crouzeix conjecture P Pagacz, P Pietrzycki, M Wojtylak
Linear Algebra and its Applications 605, 130-157, 2020
1 2020 Szegö-type decompositions for isometries Z Burdak, M Kosiek, P Pagacz, M Słociński
1 2016 On bundle closures of matrix pencils and matrix polynomials F De Terán, FM Dopico, V Koval, P Pagacz
arXiv preprint arXiv:2402.16702, 2024
2024 On singular pencils with commuting coefficients V Koval, P Pagacz
arXiv preprint arXiv:2402.00673, 2024
2024 On singular pencils with commuting coefficients PP Vadym Koval
arXiv preprint arXiv:2402.00673, 2024
2024 Corrigendum to “Compatible pairs of commuting isometries”[Linear Algebra Appl. 479 (2015) 216–259] Z Burdak, M Kosiek, M Słociński, P Pagacz
Linear Algebra and its Applications 675, 106-117, 2023
2023 Generalized powers and measures Z Burdak, M Kosiek, P Pagacz, K Rudol, M Słociński
Opuscula Mathematica 41 (6), 747-754, 2021
2021 Własności asymptotyczne oraz własności Szegö dla wybranych klas operatorów ograniczonych P Pagacz
2014 
Zbigniew BurdakDr Matematyki, Uniwersytet Rolniczy w KrakowieZweryfikowany adres z ur.krakow.pl
