dr hab. Marek Kosiek

Corrigendum to “Compatible pairs of commuting isometries” [Linear Algebra Appl. 479 (2015) 216–259], Linear Algebra and Its Applications vol. 675 (2023), 106-117

Generalized powers and measures, Opuscula Mathematica vol. 41 (2021), 747-754

A unified approach to the decomposition theorems in Baer ∗-rings, Results in Mathematics vol. 76 (2021), Article number: 131

Invariant subspaces of $H^2(T^2)$ and $L^2(T^2)$ preserving compatibility, Journal of Mathematical Analysis and Applications vol. 455 (2017), 1706-1719

On the commuting isometries, Linear Algebra and Its Applications vol. 516 (2017), 167-185

Szego-type decompositions for isometries, Banach Journal of Mathematical Analysis vol. 10 (2016), 593-697

Fast Convergence of Distance-based Inconsistency in Pairwise Comparison, Fundamenta Informaticae vol. 137 (3) (2015), 355-367

Compatible pairs of commuting isometries, Linear Algebra and Its Applications vol. 479 (2015), 216-269

Dual Algebras and A-Measures, Journal of Function Spaces vol. 2014 (2014), 8

Shift-Type Properties of Commuting, Completely Non Doubly Commuting Pairs of Isometries, Integral Equations and Operator Theory vol. 79 (2014), 107-122

Corrigendum to: Fibers of the L ∞ algebra and disintegration of measures, Archiv der Mathematik vol. 100 (2013), 437-438

The canonical Wold decomposition of commuting isometries with finite dimensional wandering spaces, Bulletin des Sciences Mathematiques vol. 137 (2013), 653-658

Decompositions and asymptotic limit for bicontractions, Annales Polonici Mathematici vol. 105 (2012), 43-64

Fibers of the L^infty algebra and disintegration of measures, Archiv der Mathematik vol. 97 (2011), 559-567

On common invariant subspaces for commuting contractions with rich spectrum (Indiana Univ. Math. J. 53 (2004), 823-844): Erratum, Indiana University Mathematics Journal vol. 59 (2010), 1541-1546

Absolute continuity of minimal unitary dilations, Operators and Matrices vol. 3 (2009), 509-515

On common invariant subspaces for commuting contractions with rich spectrum, Indiana University Mathematics Journal vol. 53 (2004), 823-844

Measures orthogonal to tensor products of function algebras, HOKKAIDO MATH. J. 33 (2004), 707-717

Fuglede-type decompositions of representations, STUDIA MATH. 151 (2002), no. 1, 87--98

Wold-type extension for N-tuples of commuting contractions, Studia Mathematica vol. 137 (1) (1999), 81-91

Representations of $Hsp infty({D}sp N)$ and absolute continuity for N-tuples of contractions, Houston Journal of Mathematics vol. 23 (3) (1997), 529-537

A class of representing measures on the bidisc, UNIV. IAGEL. ACTA MATH. no. 33 (1996), 87--93

On the reflexivity of pairs of contractions, PROC. AMER. MATH. SOC. 123 (1995), no. 4, 1229--1236

Reflexivity of N-tuples of contractions with rich joint left essential spectrum, INTEGRAL EQUATIONS OPERATOR THEORY 13 (1990), no. 3, 395--420

Lebesgue-type decompositions of pairs of commuting contractions, MATH. BALKANICA (N.S.) 4 (1990), no. 1, 16--21

Representation generated by a finite number of Hilbert space operators, ANN. POLON. MATH. 44 (1984), no. 3, 309--315

Lebesgue-type decompositions of a pair of commuting Hilbert space operators, BULL. ACAD. POLON. SCI. SÉR. SCI. MATH. 27 (1979), no. 7-8, 583--589 (1980)

A property of measures orthogonal to a tensor product of function algebras, BULL. ACAD. POLON. SCI. SÉR. SCI. MATH. 27 (1979), no. 7-8, 571--575 (1980)

Decomposition and spectral properties of operator representations of the algebra $R(Ksb{1} imes Ksb{2})$, BULL. ACAD. POLON. SCI. SÉR. SCI. MATH. 27 (1979), no. 7-8, 577--582 (1980)

A decomposition of operator representations of the algebra $R(Ksb{1} imes Ksb{2})$, ZESZYTY NAUK. UNIW. JAGIELLON. PRACE MAT. no. 20 (1979), 89--94

Unitary dilations of contractive representations of $Hsp infty({D}sp 2)$, HARMONIC ANALYSIS AND OPERATOR THEORY (CARACAS, 1994), 369--371, Contemp. Math., 189, Amer. Math. Soc., Providence, RI, 1995

An introduction to the theory of real functions, WITH CONTRIBUTIONS BY M. KOSIEK, W. MLAK AND Z. OPIAL. THIRD EDITION. TRANSLATED FROM THE POLISH BY G. H. LAWDEN. TRANSLATION EDITED BY A. V. FERREIRA. A WILEY-INTERSCIENCE PUBLICATION. JOHN WILEY & SONS, LTD., CHICHESTER, 1988. x+230 pp

10th Workshop on Functional Analysis and its Applications in Mathematical Physics and Optimal Control, Slovak University of Technology Bratislava, Kocovce, Słowacja, 2015-09-07 - 2015-09-12

Spectral Theory and Applications, AGH, Kraków, Polska, 2015-05-26 - 2015-05-30

4th Small Workshop on Operator Theory, Uniwersytet Rolniczy w Krakowie, Kraków, Polska, 2014-07-08 - 2014-07-12

Workshop on Operator Theory, Complex Analysis, and Applications, Instituto Superior Técnico, Lisboa, Lizbona, Portugalia, 2014-06-19 - 2014-06-21