Complex Analysis and Operator Theory

Skrót:
COMPLEX ANAL OPER TH

ISSN:
1661-8254

RokPunkty ministerialneImpact FactorEigenfactorArticle influence
202270
2021700.002130.381
2020700.002390.399
2019700.002240.379
2018200.00210.345
2017200.002770.472
2016200.002090.374
2015200.002430.459
2014200.002460.512
2013200.001870.48
2012200.00150.465
201100.001560.659
201000.000840.478
200900.000710.581

Publikacje:

11.
Jan Stochel, Zenon Jabłoński, Il Bong Jung
On the Structure of Conditionally Positive Definite Algebraic Operators, Complex Analysis and Operator Theory vol. 16 (2022), 21
10.
Michał Wojtylak, Andre Ran
Global Properties of Eigenvalues of Parametric Rank One Perturbations for Unstructured and Structured Matrices II , Complex Analysis and Operator Theory vol. 16 (2022), 16:91
9.
Ahmed Bachir, Patryk Pagacz
The Berberian's transform and an asymmetric Putnam-Fuglede theorem, Complex Analysis and Operator Theory vol. 16 (2022), 10
8.
Franciszek Hugon Szafraniec
Revitalising Pedrick’s Approach to Reproducing Kernel Hilbert Spaces, Complex Analysis and Operator Theory vol. 15 (2021), 66 (2021)
7.
Andre Ran, Michał Wojtylak
Global Properties of Eigenvalues of Parametric Rank One Perturbations for Unstructured and Structured Matrices, Complex Analysis and Operator Theory vol. 15 (2021), article no. 44
6.
Guicong Su
Geometric properties of the pentablock, Complex Analysis and Operator Theory vol. 44 (4) (2020), 14
5.
Krzysztof Maciaszek
On Polynomial Extension Property in N-Disc, Complex Analysis and Operator Theory (2019), 10 pages
4.
Edward Tutaj
Some Particular Norm in the Sobolev Space $H^1[a,b]$, Complex Analysis and Operator Theory (2019), 17 pages
3.
Łukasz Kosiński
The Group of Automorphisms of the Pentablock, Complex Analysis and Operator Theory vol. 9, Issue 6 (2015), 1349-1359
2.
Zenon Jabłoński, Il Bong Jung, Jan Stochel
Normal extensions escape from the class of weighted shifts on directed trees, Complex Analysis and Operator Theory vol. 7 (2013), 409-419
1.
Dariusz Cichoń, L. Littlejohn, Jan Stochel
Franciszek Hugon Szafraniec: A Scholar of Eminence, Complex Analysis and Operator Theory vol. 6 (2012), 529-531