INTEGRAL EQUATIONS AND OPERATOR THEORY

Skrót:
INTEGR EQUAT OPER TH

ISSN:
0378-620X

RokPunkty ministerialneImpact FactorEigenfactorArticle influence
20231000.001850.784
20221000.002050.724
20211000.001760.551
20201000.002750.733
20191000.003320.681
2018350.00340.65
2017350.004680.833
2016350.004220.711
2015300.00520.813
2014250.004260.612
2013250.00480.634
2012200.004550.568
2011270.004270.502
2010270.005280.578
2009200.005640.572
2008200.004680.482
200700.006320.65

Publikacje:

14.
Piotr Pikul
Backward extensions of weighted shifts on directed trees, Integral Equations and Operator Theory vol. 94 (2022), Article number: 26
13.
Zenon Jabłoński, Jakub Kośmider
m–Isometric Composition Operators on Directed Graphs with One Circuit, Integral Equations and Operator Theory vol. 93:50 (2021), Article number:50, 26 stron
12.
Paweł Pietrzycki
Generalized multipliers for left-invertible operators and applications, Integral Equations and Operator Theory vol. 92:41 (2020), 1-31
11.
George R. Exner, Il Bong Jung, Jan Stochel, Hye Yeong Yun
A Subnormal Completion Problem for Weighted Shifts on Directed Trees, II, Integral Equations and Operator Theory vol. 92:8 (2020), 22
10.
George R. Exner, Il Bong Jung, Jan Stochel, Hye Yeong Yun
A subnormal completion problem for weighted shifts on directed trees, Integral Equations and Operator Theory vol. 90 (2018), 1-36
9.
Zenon Jabłoński, Il Bong Jung, Jan Stochel
Unbounded Quasinormal Operators Revisited, Integral Equations and Operator Theory vol. 79 (2014), 135-149
8.
Zbigniew Burdak, Marek Kosiek, Patryk Pagacz, Marek Słociński
Shift-Type Properties of Commuting, Completely Non Doubly Commuting Pairs of Isometries, Integral Equations and Operator Theory vol. 79 (2014), 107-122
7.
Piotr Niemiec
Generalized absolute values and polar decompositions of a bounded operator, Integral Equations and Operator Theory vol. 71 (2011), 151-160
6.
Witold Majdak, Jan Stochel
A local lifting theorem for jointly subnormal families of unbounded operators, Integral Equations and Operator Theory vol. 69 (2011), 233-246
5.
Michał Wojtylak, F.Philipp,A.C.M.Ran
Local Definitizability of T^[*]T and TT^[*], Integral Equations and Operator Theory vol. 71 (2011), 491-508
4.
Michał Wojtylak, A.C.M.Ran
The pair of operators $T^{[*]}T$ and $TT^{[*]}$; J-dilations and canonical forms, Integral Equations and Operator Theory (2010), 313-335
3.
Michał Wojtylak, A.C.M.Ran
Analysis of spectral points of the operators $T^{[*]} T$ and $TT^{[*]} $ in a Krein space, Integral Equations and Operator Theory (2009), 263-280
2.
Pascal J. Thomas, Nikolai Nikolov, Włodzimierz Zwonek
Discontinuity of the Lempert function and the Kobayashi-Royden metric of the spectral ball, Integral Equations and Operator Theory vol. 61(3) (2008), 401-412
1.
Michał Wojtylak
Noncommuting Domination in Krein Spaces Via Commutators of Block Operator Matrices, Integral Equations and Operator Theory (2007), 129-147