Wykaz publikacji pracowników Katedry Zastosowań Matematyki w

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Wykaz publikacji pracowników Katedry Zastosowań Matematyki w roku 2017
1. P. Budzyński, P. Dymek, A. Płaneta, Unbounded composition operators via inductive limits: cosubnormal operators with matrix symbols II, Banach J. Math. Anal., Volume 11, Number
1 (2017), 164-187.
Lista JCR p.30
2. P. Budzyński, P. Dymek, A. Płaneta, Unbounded composition operators via inductive limits: cosubnormal operators with matrix symbols, Filomat, to appear.
Lista JCR
3. P. Budzyński, P. Dymek, M. Ptak, Analytic structure of weighted shifts on directed trees,
Mathematische Nachrichten, to appear.
Lista JCR
4. Z.Burdak, M. Kosiek, P. Pagacz, M. Słociński, On the commuting isometries, Linear Algebra
Appl., 516 (2017), 167-185.
Lista JCR p.30.
5. Crisina Camara, Joanna Jurasik, Kamila Kliś-Garlicka, Marek Ptak, Characterizations of
asymmetric truncated Toeplitz operators, Banach J. Math. Anal., to appear.
Lista JCR
6. Chafiq Benhida, Kamila Kliś-Garlicka, Marek Ptak, Skew-symmetric operators and reflexivity, Math. Slovaca, to appear.
Lista JCR
7. Kamila Kliś-Garlicka, Bartosz Łanucha and Marek Ptak, Characterization of truncated
Toeplitz operators by conjugations, Operators and Matrices, to appear.
Lista JCR
8. Cristina Camara, Kamila Kliś-Garlicka, Marek Ptak, Asymmetric truncated Toeplitz operators and conjugations, in preparation.
Lista JCR
9. T. Noszczyk, A. Rutkowska, J. Hernik, Determination of changes in Land Use Structure in
Małopolska Using Statistical Methods, Polish Journal of Environmental Studies, Vol. 26, No. 1
(2017), 211-220.
Lista JCR p.15.
1. T. Beberok, Explicit formulas of the Bergman kernel for some Reinhardt domains, Journal of
Geometric Analysis, Volume 26, Issue 4, 2883-2892 (2016), DOI: 10.1007/s12220-015-9652-0.
Lista JCR p.35
2. T. Beberok, Lu Qi-Keng’s problem for intersection of two complex ellipsoids, Complex Analysis and Operator Theory, Volume 10, Issue 5, 943-951 (2016), DOI: 10.1007/s11785-015-0505-4.
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3. T. Beberok, The Bergman kernel for intersection of two complex ellipsoids, Bulletin of the
Korean Mathematical Society, Volume 53, Issue 5, 1291-1308 (2016).
Lista JCR p.15
4. Piotr Budzyński, Zenon Jan Jabłoński, Il Bong Jung, Jan Stochel, A subnormal weighted
shift on a directed tree whose nth power has trivial domain, J. Math. Anal. Appl. 435 (2016)
302–314.
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Katedra Zastosowań Matematyki
Wydział Inżynierii Środowiska i Geodezji
Uniwersytet Rolniczy w Krakowie
ul. Balicka 253c, 30–198 Kraków
e-mail: [email protected] www: http://kzm.ur.krakow.pl
1
5. Z. Burdak, M. Kosiek, P. Pagacz, M. Słociński, Decompositions of Szegö-type for isometries,
Banach J. Math. Anal., Volume 10, Number 3 (2016), 593-607.
Lista JCR p.30
6. A. Gierzkiewicz, Z.A. Golda, On integrability of the Szekeres system. I, J. Nonl. Math. Phys.
Vol. 23, No. 4 (2016), 494–506.
Lista JCR p.20
7. K. Kliś-Garlicka, Hyperreflexivity of bilattices, Czechoslovak Math. J. 66 (141) (2016), 119-125.
Lista JCR p.15
8. Barbara Skowera, Joanna Kopcińska, Agnieszka Ziernicka-Wojtaszek, Jakub Wojkowski, Niedobory I nadmiary opadów w okresie wegetacji ziemniaka póznego w województwie opolskim
(1981 - 2010), Acta Sci. Pol. Formatio Circumiectus, 15 (3) 2016, ISSN 1644-0765.
10p.
9. Barbara Skowera, Joanna Kopcińska and Anita Bokwa, Changes in the structure of days with
precipitation in Southern Poland in 1971-2010, IDŐJÁRÁS, Quarterly Journal of the Hungarian
Meteorological Service Vol. 120, No. 4, October – December, 2016, pp. 365-381.
Lista JCR p.15
10. W. Młocek, Uwagi do artykułu pt. ”O złej radzie dotyczącej testu F Snedecora”, Wiadomości
Statystyczne, nr 11 (66) 2016, 7-12.
p.12
11. W. Młocek, M. Ptak, Reflexivity of Toeplitz operators in multiply connected regions, Colloquium Mathematicum (2016), Vol. 142, No. 1, 83-97.
Lista JCR p.15
12. K. Piwowarczyk, M. Ptak, 2–hyperreflexivity and hyporeflexivity of power partial isometries,
Opuscila Math., 36, no. 6 (2016), 799-806.
p.11
13. Yarema Prykarpatskyy, The Ablowitz–Ladik hierarchy integrability analysis revisited: the
vertex operator solution representation structure, Journal of Nonlinear Mathematical Physics,
Vol. 23, No. 1 (2016) 92-107.
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14. M. Ptak, Invariant subspaces, Reflexivity, Hyperreflexivity, Prace Koła Mat. Uniw. Ped w
Krak. 3 (2016), 1-17.
15. Elżbieta Król-Klimkowska, Marek Ptak, Properties of two variables Toeplitz type operators,
Ann. Univ. Paedagog. Crac. Stud. Math., 15 (2016), 97-106.
p.8
16. A. Rutkowska, M. Żelazny, S. Kohnová, M. Łyp, K. Banasik, Regional L-moment-Based Flood
Frequency Analysis in the Upper Vistula River Basin, Poland, Pure and Applied Geophysics,
May 2016, doi: 10.1007/s00024-016-1298-8
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17. Onyutha, C., Tabari, H., Rutkowska, A., Nyeko-Ogiramoi, P., Willems, P., Comparison of
different statistical downscaling methods for climate change rainfall projections over the Lake
Victoria basin considering CMIP3 and CMIP5, Journal of Hydro-environment Research 2016,
12, 31-45, doi:10.1016/j.jher.2016.03.001
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18. A. Rutkowska, K. Banasik, The Cucconi test for location-scale alternatives in application to
asymmetric hydrological variables, Communications in Statistics - Simulation and Computation,
2016, vol. 45, issure 3, 986-1000. DOI: 10.1080/03610918.2014.911897
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19. Hernik Józef, Rutkowska Agnieszka, Noszczyk Tomasz, Correlation between selected socioeconomic variables and the number of renewable energy sources in Świętokrzyskie voivodeship
(Poland), Engineering for Rural Development, Latvia University of Agriculture, vol. 15, 2016,
498-504.
20. A. Rutkowska, P. Wilems, T. Niedzielski, Relation between design floods based on daily
maxima and daily means: use of the Peak Over Threshold approach in the Upper Nysa Kłodzka
Basin (SW Poland), Geomatics, Natural Hazards and Risk, 2016,
http://dx.doi.org/10.1080/19475705.2016.1250114.
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21. Zuzanna Szancer, J-tangent affine hyperspheres with an involutive ontact distribution, Publicationes Mathematicae-Debrecen, 89, 4 (1), 2016, 399-413.
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1. T. Beberok, An explicit computation of the Bergman kernel function, Complex Variables
and Elliptic Equations: An International Journal (2015), Volume 60, Issue 8, 1058-1067. DOI:
10.1080/17476933.2014.996214.
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2. P. Budzyński, Z. J. Jabłoński, I. B. Jung, J. Stochel, Unbounded composition operators in
L2 -spaces, J. Funct. Anal. 269 (2015), 2110-2165, http://dx.doi.org/10.1016/j.jfa.2015.01.024.
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3. P. Budzyński, A. Płaneta, Dense definiteness and boundedness of composition operators in
L2-spaces via inductive limits, Oper. Matrices, vol. 9, no. 4 (2015), 853-876, doi:10.7153/oam-09-50.
Lista JCR p.20
4. Z. Burdak, M. Kosiek, M. Słociński Compatible pairs of commuting isometries, Linear Algebra
Appl. 479 (2015), 216–259. http://dx.doi.org/10.1016/j.laa.2015.04.011
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5. K. Kliś-Garlicka, M. Ptak, C-symmetric operators and reflexivity, Operators and Matrices,
vol. 9, no. 1 (2015), 225-232.
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6. Agnieszka Klimek-Kopyra, Bogdan Kulig, Tomasz Głąb, Tadeusz Zając, Barbara Skowera, Joanna Kopcińska, Effect of Plant Intercropping and Soil Type on Specific Root Length, Romanian Agricultural Research, NO. 32 (2015),DII 2067-5720 RAR 2015-42
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7. Barbara Skowera, Joanna Kopcińska, Marek Kołodziejczyk, Bogumiła Kopeć, Precipitation
deficiencies and excesses during the growing season of winter rape and winter wheat in Poland
(1971-2010), Acta Agrophysica, 2015, 22(2), 193-207.
p.7
8. A. Rutkowska, Properties of the Cox-Stuart test for trend in application to hydrological series:
the simulation study, Communications in Statistics – Simulation and Computation 2015, vol.
44 (3), 565-579, DOI: 10.1080/03610918.2013.78498
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9. A. Rutkowska, S. Kohnová, K. Banasik, J. Szolgay, B. Karabová, Probabilistic Properties of
a Curve Number: A Case Study for Small Polish and Slovak Carpathian Basins, Journal of
Mountain Science 2015, 12(3), 533-548. doi: 10.1007/s11629-014-3123-0
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10. A. Wałęga, A. Rutkowska, Usefulness of the modified NRCS-CN method for the assessment of
direct runoff in a mountain catchment, Acta Geophysica, vol. 63, no. 5, Oct. 2015, pp. 1423-1446
DOI: 10.1515/acgeo-2015-0043
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11. Z. Szancer, On some properties of induced almost contact structures, Ann. Polon. Math., 113.1
(2015), 81-92.
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1. P. Budzyński, Z. J. Jabłoński, I. B. Jung, J. Stochel, On unbounded composition operators in
L2 -spaces, Ann. Mat. Pura Appl. 193/3 (2014), 663-688, doi:10.1007/s10231-012-0296-4.
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2. P. Budzyński, Z. J. Jabłoński, I. B. Jung, J. Stochel, A multiplicative property characterizes
quasinormal composition operators in L2 -spaces, J. Math. Anal. Appl. 409 (2014), 576-581,
doi:10.1016/j.jmaa.2013.07.037.
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3. P. Budzyński, P. Dymek, Z. J. Jabłoński, J. Stochel, Subnormal weighted shifts on directed
trees and composition operators in L2 -spaces with non-densely defined powers, Abstract Appl.
Anal. vol. 2014 (2014), Article ID 791817, 6 pages, doi:10.1155/2014/791817.
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4. P. Budzyński, K. Piwowarczyk, M. Ptak, A note on k-hyperreflexivity of Toeplitz-harmonic
subspaces, Bull. Korean Math. Soc. 51/6 (2014), 1727-1733, doi:10.4134/bkms.2014.51.6.1727.
Lista JCR p.20
5. Z. Burdak, M. Kosiek, P. Pagacz, M. Słociński Shift-type properties of commuting, completely
non doubly commuting pairs of isometries, Integral Equations and Operator Theory, 79/1 (2014),
107-122.
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6. K. Kliś-Garlicka, Perturbation of Toeplitz operators and reflexivity, Ann. Univ. Paedagog.
Crac. Stud. Math. 13 (2014), 15-18 DOI: 10.2478/aupcsm-2014-0002
p.8
7. B. Skowera, J. Kopcińska,B. Kopeć, Changes in thermal and precipitation conditions in Poland
in 1971-2010, Annals of Warsaw University of Life Sciences - SGGW, Land Reclamation, 2014,
vol. 46, issue 2.
p.9
8. J. Kopcińska, B.Skowera, The role of relief and land use in shaping thermal conditions of local
climate in the years 2006-2007, Electronic Journal of Polish Agriculture Universities, 2014, vol
17, issue 3.
p.7
9. B. Skowera, E. Jędrszczyk, J. Kopcińska, A.M. Ambroszczyk, A. Kołtoń, The effect of hydrothermal conditions during vegetation period on fruits quality of processing tomatoes, Polish
Journal of Environmental Studies, 2014, vol 23, str. 195-202.
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10. W. Młocek, M. Ptak, On the hyperreflexivity of subspaces of Toeplitz operators on regions in
the complex plane, Opuscula Math. 34, no. 3 (2014), 561-567. DOI: 10.7494/OpMath.2014.34.3.561
p.10
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11. W. Młocek, M. Ptak, On the reflexivity of subspaces of Toeplitz operators in simply connected
regions, Acta Sci. Math. (Szeged) 80 (2014), 275-287. DOI: 10.14232/actasm-012-343-0
p.10
12. Blackmore D., Prykarpatsky Y.A., Bogolubov N.N. Jr., Prykarpatsky A.K., Integrability of
and differential-algebraic structures for spatially 1D hydrodynamical systems of Riemann type.
Chaos, Solitons & Fractals, ISSN 0960-0779, 2014, N59, PP.59-81.
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13.
A. Rutkowska, K. Banasik, Parametr kształtu rozkładów GEV i GP przepływów maksymalnych rocznych oraz powyżej progu odcięcia – analiza statystyczna, Monografie Komitetu
Gospodarki Wodnej PAN, z. XX (2014), 95-106.
14. K. Banasik, A. Rutkowska, S. Kohnová, Retention and Curve Number variability in a small
agricultural catchment: the probabilistic approach, Water 2014, 6(5), 1118-1133.
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15. A. Wałęga, A. Rutkowska, A. Policht-Latawiec, Sensitivity of Beta and Weibull Synthetic
Unit Hydrographs to Input Parameter Changes, Polish Journal of Environmental Studies, Vol.
23, No. 1 (2014), 221-229.
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16. M. Kosowska, J. Rychlicka-Rybska, T. Fortuna, A. Rutkowska, Quality evaluation of smoked
cooked pork loins offered for retail sales on the Cracow market, Towaroznawcze Problemy Jakości. Polish Journal of Commodity Science, 4 (41), 2014, 67-75.
p.7
17. Z. Szancer, J-tangent Affine Hyperspheres, Results in Mathematics, 66 (2014), 481-490.
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1. P. Budzyński, Z. J. Jabłoński, I. B. Jung, J. Stochel, Unbounded subnormal weighted shifts on
directed trees. II, J. Math. Anal. Appl. 398 (2013), 600-608, doi:10.1016/j.jmaa.2012.08.067.
Lista JCR p.40
2. Z. Burdak, M. Kosiek, M. Słociński, The canonical Wold decomposition of commuting isometries with finite dimensional wandering spaces, Bulletin des Sciences Mathmatiques, (2013)
Volume 137, Issue 5, 653–658. DOI: 10.1016/j.bulsci.2012.12.007.
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3. Z. Burdak, On the decompositions of families of quasinormal operators, Opuscula Mathematica, 33/3 (2013), 419-438.
p.10
4. K. Kliś-Garlicka, Reflexivity of bilattices, Czechoslovak Math. J., 63(4), 995-1000, (2013).
Lista JCR p.15
5. W. Młocek, M. Ptak, On the reflexivity of subspaces of Toeplitz Operators on the Hardy space
on the upper half-plane, Czechoslovak Mathematical Journal, Vol. 63, No. 2 (2013), 421-434.
DOI: 10.1007/s10587-013-0026-0
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6. Blackmore D., Golenia J., Prykarpatsky A.K., Prykarpatsky Y.A. Invariant measures for
discrete dynamical systems and ergodic properties of generalized Boole-type transformations.
Ukrainian Mathematical Journal, ISSN 0041-5995, 2013, V65, N1, PP.47-63
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7. Prykarpatsky Y., Artemovych O., Pavlov M., Prykarpatsky A., The differential-algebraic analysis of symplectic and Lax structures related with new Riemann-type hydrodynamical systems.
Reports on Mathematical Physics, ISSN 0034-4877, 2013, V.71, Issue 3, PP. 305-351.
Lista JCR p.15
8. Prykarpatsky Y., Blackmore D., Golenia J., Prykarpatsky A., A vertex operator representation of solutions to the Gurevich-Zybin hydrodynamical equation Opuscula Mathematica, ISSN
1232-9274, 2013, V.33, N1, PP. 139-149.
p.10
9. Prykarpatsky, Y.A., A description of Lax type integrable dynamical systems via the Marsden-Weinstein reduction method. Communications in Nonlinear Science and Numerical Simulation, ISSN 1007-5704, 2013, V.18, Issue 9, PP. 2295-2303.
Lista JCR p.45
10. Prykarpatsky Y., Bogolubov N.N.(jr.), The Marsden-Weinstein reduction structure of integrable dynamical systems and a generalized exactly solvable quantum superradiance model.
International Journal of Modern Physics B, ISSN 0217-9792, 2013, V.27, N.08, P. 1350002.
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11. Denis Blackmore, Yarema Prykarpatsky, Jolanta Golenia, Anatoli Prykapatski, Hidden
Symmetries of Lax Integrable Nonlinear Systems, Applied Mathematics, 2013, 4, 95-116.
12. A. Rutkowska, Skuteczność testu Alexanderssona w wykrywaniu skokowej zmiany w logarytmiczno-normalnym szeregu hydrologicznym (Efficiency of the Alexandersson test in detection
of step change in the log-normally distributed hydrological series) (in Polish) Infrastruktura i
Ekologia terenów Wiejskich (Infrastructure and Ecology of Rural Areas), 3/III/2013, 219-232.
p.4
13. A. Rutkowska, Statistical methods for trend investigation in hydrological non-seasonal, series
Acta Scientiarum Polonorum, Formatio Circumiectus, 12 (4) 2013, 85-94.
p.5
1. P. Budzyński, Z. J. Jabłoński, I. B. Jung, J. Stochel, Unbounded subnormal weighted shifts on
directed trees, J. Math. Anal. Appl. 394 (2012), 819-834, doi:10.1016/j.jmaa.2012.04.074.
Lista JCR p.40
2. P. Budzyński, A note on unbounded hyponormal composition operators in L2 -spaces, J. Funct.
Sp. Appl. vol. 2012 (2012), Article ID 902853, 8 pages, doi:10.1155/2012/902853.
Lista JCR p.25
3. Z. Burdak, M. Kosiek, M. Słociński, On the unitary part of isometries in commuting, completely non doubly commuting pairs, ArXiv:1212.6544v1, (2012).
4. A. Gierzkiewicz, K. Wójcik, Lefschetz sequences and detecting of periodic points, Discrete and
Continuous Dynamical Systems – Series A, t. 32 (1), 2012, 81-100.
Lista JCR p.35
5. K. Kliś-Garlicka, Rank-one perturbation of Toeplitz operators and reflexivity, Opuscula Mathematica 32(3), 505-509 (2012).
p.9
6. E. Jędrszczyk, B. Skowera, J. Kopcińska, A.M. Ambroszczyk, The Influence of Weather Conditions During Vegetation Period on Yielding of Twelve Determinate Tomato Cultivars, Notulae
Botanicae Horti Agrobotanici Cluj-Napoca 40, 2012, 203-209.
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7. K. Piwowarczyk, M. Ptak, On the hyperreflexivity of power partial isometries, Linear Algebra
Appl., 437 (2012), 623-629.
Lista JCR p.30
8. A. Płaneta, J. Stochel, Spectral order for unbounded operator, J. Math. Anal. Appl., 389 (2012),
1029-1045.
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9. Blackmore D., Prykarpatsky A., Prykarpatsky Y., Isospectral integrability analysis of dynamical systems on discrete manifolds. Opuscula Mathematica, ISSN 1232-9274, 2012, V.32, N.1,
PP. 41-66.
p.9
10. Prykarpatsky Y.A., Artemovych O.D., Pavlov M.V., Prykarpatsky A.K., Differential-algebraic and bi-Hamiltonian integrability analysis of the Riemann hierarchy revisited. J. Math.
Phys ISSN 0022-2488, 2012, N.53, 103521.
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11. A. Rutkowska, M. Ptak, On certain stationarity tests for hydrologic series, Studia Geotechnica et Mechanica, Vol. XXXIV, No.1. (2012) 51-63.
p.5
12. Z. Szancer, Real Hypersurfaces with Parallel Induced Almost Contact Structures, Ann. Polon.
Math. 104 (2012), 203-215.
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13. Z. Szancer, Real Hypersurfaces with a Special Transversal Vector Field, Ann. Polon. Math.
105 (2012), 239-252.
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1. J. Kopcińska, B. Skowera, J. Wojkowski, The Impact of Relief And Land Use on the Diversity
of Local Climate, In Mikroklima a mezoklima krajinnych struktur a antropogennich prostredi.1,
ss. 11. ISBN 978-80-86690-87-2, 2011.
2. Prykarpatsky Y.A., Bogolubov N.N.(jr.), Prykarpatsky A.K., Samoylenko V.H., On the complete integrability of nonlinear dynamical systems on functional manifolds within the gradient-holonomic
approach. Reports on Mathematical Physics, ISSN 0034-4877, 2011, V.68, N.3, PP. 289-318.
Lista JCR p.13
3. Blackmore D., Prykarpatsky Y., Golenia J., Prykarpatsky A., The AKNS hierarchy and the
Gurevich-Zybin dynamical system integrability revisited. Mathematical Bulletin of the Shevchenko Scientific Society, ISSN 1812-6774, 2011, V.8, PP. 258-282.
4. Tverdokhlib I.P., Vovk M.I., Prykarpatsky Y.A., Fuzzy optimization of investment portfolio.
Actual problems of economics, ISSN 1993-6788, 2011, V.125, PP. 329-337.
5. Edward A. Azoff, Wing Suet Li, M. Mbekhta and M. Ptak, On Consistent Operators and
Reflexivity, Integr. Equ. Oper. Theory, 71 (2011), 1-12.
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1. J. Bračič, K. Kliś-Garlicka, V. Müller, I. G. Todorov, Operator hyperreflexivity of subspace
lattices, Integr. Equ. Oper. Theory, 68 (3), 383-390 (2010).
Lista JCR p.15
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2. Bogolubov N.N.(jr.), Prykarpatsky Y., Blackmorte D., Prykarpatsky A., The Lagrangian
and Hamiltonian analysis of integrable infinite-dimensional dynamical systems. ICTP preprint,
IC/2010/090, Trieste, Italy, 2010.
3. Bogolubov N.N.(jr.), Prykarpatsky Y., Ghazaryan A., The Bogolubov representation of the
polaron model and its completely integrable RPA-approximation. Condensed Matter Physics,
ISSN 1607-324X, 2010, V.13, No. 2, PP. 23703-23713.
Lista JCR p.10
1. P. Budzyński, J. Stochel, Joint subnormality of n-tuples and C0 -semigroups of composition
operators on L2 -spaces. II, Studia Math. 193 (2009), 29-52, doi:10.4064/sm193-1-2.
Lista JCR p.20
2. Bogolubov N. (Jr), Ghazaryan A., Prykarpatsky Y., Operator analysis of an RPA-reduced
polaron model within the Bogolubov representation in magnetic field at finite temperature. Part
1. International Journal of Modern Physics B, ISSN 0217-9792, 2009, V.23, N.24, PP.4843-4853.
l Lista JCR p.10
3. Bogolubov N.N. (Jr), Prykarpatsky A.K., Taneri U., Prykarpatsky Y.A., The electromagnetic Dirac-Fock-Podolsky problem and symplectic properties of Maxwell and Yang-Mills-type
dynamical systems. ICTP preprint, IC/2009/005, Trieste, Italy, 2009.
4. Bogolubov N.N. (Jr), Prykarpatsky A.K., Taneri U., Prykarpatsky Y.A., The electromagnetic
Lorentz condition problem and symplectic properties of Maxwell- and Yang-Mills-type dynamical
systems. Journal of Physics A: Math. Theor., ISSN 1751-8113, 2009, V42.
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5. Taneri U., Vovk M.I., Prykarpatsky Y.A., Prykarpatsky A.K. The electromagnetic Lorentz
problem and the hamiltonian structure of the Maxwell-Yang-Mills type dynamical systems within
the reduction method. Science Notes of the National University of Kyiv-Mohyla Academy, ISSN
1996-5931, 2009, V87, PP. 38-44.
6. Golenia J., Prykarpatsky Y., Wachnicki E., The Cartan-Monge geometric approach to the
generalized characteristic method and its application to the heat equation ut −uxx = 0. Opuscula
Mathematica, ISSN 1232-9274, 2009, V.29, N.1, PP.27-39.
p.4
7. M. Szancer, Z. Szancer, Real Hypersurfaces with an Induced Almost Contact Structure, Colloq.
Math. 114 (2009), 41-51.
p.6
1. A. Gierzkiewicz, K. Wójcik, On the cohomology of isolating block and its invariant part,
Topological Methods in Nonlinear Analysis, t. 32, 2008, 313–326.
Lista JCR p.10
2. K. Kliś-Garlicka, V. Müller, Non-operator reflexive subspace lattices, Integr. Equ. Oper. Theory, 62 (4), 595-599 (2008).
Lista JCR p.20
3. S. Satora, A. Rutkowska, Diversification of main ion concentration in underground waters
based on distribution type, Environment Protection Engineering 3/2008.
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4. S. Satora, A. Rutkowska, Wpływ rozkładów wybranych jonów wód podziemnych województwa
małopolskiego na skrócone formy przedstawiania ich chemizmu, Przemysł Chemiczny 5/2008.
1. P. Budzyński, J. Stochel, Joint subnormality of n-tuples and C0 -semigroups of composition
operators on L2 -spaces, Studia Math. 179 (2007), 167-184, doi:10.4064/sm179-2-4.
Lista JCR p.20
2. Z. Burdak, On a decomposition for pairs of commuting contractions, Studia Mathematica,
181(2007), 33-45.
Lista JCR p.20
3. M. Ptak, On the reflexivity and hyperreflexivity of algebras and subspaces, Banach Center
Publication Institute Mathematics, Polish Academy of Sciences, 75 (2007), 249-259.
p.6
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10

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