Bogdan Kaźmierczak: Difference between revisions

From Laboratory of Modeling in Biology and Medicine
Jump to: navigation, search
mNo edit summary
mNo edit summary
Line 14: Line 14:
===Recent publications===
===Recent publications===


* <span class="pmbm">Kazmierczak B</span>, <span class="nopmbm">Tsai J-C</span>, <span class="pmbm">Bialecki S</span>. '''The propagation phenomenon of solutions of a parabolic problem on the sphere''', ''Math Model Meth Appl Sci'' <u>28</u>(10):2001–2067 (2018) [http://doi.org/10.1142/S0218202518500483 CrossRef]
* <span class="pmbm">Kazmierczak B</span>, <span class="nopmbm">Tsai J-C</span>, <span class="pmbm">Bialecki S</span>. '''The propagation phenomenon of solutions of a&nbsp;parabolic problem on the sphere''', ''Math Model Meth Appl Sci'' <u>28</u>(10):2001–2067 (2018) [http://doi.org/10.1142/S0218202518500483 CrossRef]


* <span class="pmbm">Białecki S</span>, <span class="pmbm">Kaźmierczak B</span>, <span class="pmbm">Lipniacki T</span>. '''Polarization of concave domains by traveling wave pinning''', ''PLOS One'' <u>12</u>:e0190372 (2017) [http://www.ncbi.nlm.nih.gov/pubmed/29284045 PubMed] [http://dx.doi.org/10.1371/journal.pone.0190372 CrossRef]
* <span class="pmbm">Białecki S</span>, <span class="pmbm">Kaźmierczak B</span>, <span class="pmbm">Lipniacki T</span>. '''Polarization of concave domains by traveling wave pinning''', ''PLOS One'' <u>12</u>:e0190372 (2017) [http://www.ncbi.nlm.nih.gov/pubmed/29284045 PubMed] [http://dx.doi.org/10.1371/journal.pone.0190372 CrossRef]


* <span class="pmbm">Tudelska K</span>, <span class="pmbm">Markiewicz J</span>, <span class="pmbm">Kochańczyk M</span>, <span class="pmbm">Czerkies M</span>, <span class="pmbm">Prus W</span>, <span class="pmbm">Korwek Z</span>, <span class="nopmbm">Abdi A</span>, <span class="pmbm">Błoński S</span>, <span class="pmbm">Kaźmierczak B</span>, <span class="pmbm">Lipniacki T</span>. '''Information processing in the NF-κB pathway''', ''Scientific&nbsp;Reports'' <u>7</u>:15926 (2017) [http://www.ncbi.nlm.nih.gov/pubmed/29162874 PubMed] [http://doi.org/10.1038/s41598-017-16166-y CrossRef] | [http://www.nature.com/articles/s41598-017-16166-y.pdf PDF] [http://pmbm.ippt.pan.pl/publications/supplementary/Tudelska-2017-SciRep-SuppInfo.pdf SuppInfo-PDF] [http://pmbm.ippt.pan.pl/publications/supplementary/Tudelska-2017-SciRep-SuppDataset1.zip SuppCode-BNGL] [http://pmbm.ippt.pan.pl/publications/supplementary/Tudelska-2017-SciRep-SuppDataset2.zip SuppCode-Py]
* <span class="pmbm">Tudelska K</span>, <span class="pmbm">Markiewicz J</span>, <span class="pmbm">Kochańczyk M</span>, <span class="pmbm">Czerkies M</span>, <span class="pmbm">Prus W</span>, <span class="pmbm">Korwek Z</span>, <span class="nopmbm">Abdi A</span>, <span class="pmbm">Błoński&nbsp;S</span>, <span class="pmbm">Kaźmierczak B</span>, <span class="pmbm">Lipniacki T</span>. '''Information processing in the NF-κB pathway''', ''Scientific&nbsp;Reports'' <u>7</u>:15926 (2017) [http://www.ncbi.nlm.nih.gov/pubmed/29162874 PubMed] [http://doi.org/10.1038/s41598-017-16166-y CrossRef] | [http://www.nature.com/articles/s41598-017-16166-y.pdf PDF] [http://pmbm.ippt.pan.pl/publications/supplementary/Tudelska-2017-SciRep-SuppInfo.pdf SuppInfo-PDF] [http://pmbm.ippt.pan.pl/publications/supplementary/Tudelska-2017-SciRep-SuppDataset1.zip SuppCode-BNGL] [http://pmbm.ippt.pan.pl/publications/supplementary/Tudelska-2017-SciRep-SuppDataset2.zip SuppCode-Py]


* <span class="pmbm">Bialecki S</span>, <span class="pmbm">Kaźmierczak B</span>, <span class="pmbm">Nowicka D</span>, <span class="nopmbm">Tsai J-C</span>. '''Regularity of solutions to a reaction–diffusion equation on the sphere: the Legendre series approach''', ''Math&nbsp;Meth Appl Sci'' <u>40</u>(14):5349–5369 (2017) [http://dx.doi.org/10.1002/mma.4390 CrossRef]
* <span class="pmbm">Bialecki S</span>, <span class="pmbm">Kaźmierczak B</span>, <span class="pmbm">Nowicka D</span>, <span class="nopmbm">Tsai J-C</span>. '''Regularity of solutions to a reaction–diffusion equation on the sphere: the Legendre series approach''', ''Math&nbsp;Meth Appl Sci'' <u>40</u>(14):5349–5369 (2017) [http://dx.doi.org/10.1002/mma.4390 CrossRef]

Revision as of 14:34, 20 November 2018

Ph.D., D.Sc., IPPT Professor

Contact

e-mail at ippt.pan.pl: bkazmier
tel.: +48 22 8261280 ext. 450
room: 310

Institute of Fundamental Technological Research
Polish Academy of Sciences
Pawińskiego 5B, 02-106 Warsaw, Poland


Recent publications

  • Kazmierczak B, Tsai J-C, Bialecki S. The propagation phenomenon of solutions of a parabolic problem on the sphere, Math Model Meth Appl Sci 28(10):2001–2067 (2018) CrossRef
  • Białecki S, Kaźmierczak B, Lipniacki T. Polarization of concave domains by traveling wave pinning, PLOS One 12:e0190372 (2017) PubMed CrossRef
  • Bialecki S, Kaźmierczak B, Nowicka D, Tsai J-C. Regularity of solutions to a reaction–diffusion equation on the sphere: the Legendre series approach, Math Meth Appl Sci 40(14):5349–5369 (2017) CrossRef
  • Bobrowski A, Kaźmierczak B, Kunze M. An averaging principle for fast diffusions in domains separated by semi-permeable membranes, Math Model Meth Appl Sci 27(4):663–706 (2017) CrossRef arXiv
  • Adimy M, Chekroun A, Kaźmierczak B. Traveling waves in a coupled reaction–diffusion and difference model of hematopoiesis, J Differ Equ 262(7):4085–4128 (2017) CrossRef
  • Chatterjee P, Kaźmierczak B. Eigenfunction approach to transient patterns in a model of chemotaxis, Math Model Nat Phenom 11(2):44–62 (2016) CrossRef
  • Białecki S, Kaźmierczak B, Tsai J-C. Stationary waves on the sphere, SIAM J Appl Math 75(4):1761–1788 (2015) CrossRef
  • Szopa P, Dyzma M, Kaźmierczak B. Membrane associated complexes in calcium dynamics modelling, Phys Biol 10(3):035004 (2013) PubMed CrossRef
  • Crooks E, Kazmierczak B, Lipniacki T. A spatially extended model of kinase–receptor interaction, SIAM J Appl Math 73(1):374–400 (2013) CrossRef
  • Kaźmierczak B, Peradzyński Z. Calcium waves with mechano-chemical couplings, Math Biosci Eng 10(3):743-759 (2013) CrossRef
  • El Khatib N, Genieys S, Kazmierczak B, Volpert V. Reaction–diffusion model of artherosclerosis development, J Math Biol 65(2):349-374 (2012) PubMed CrossRef
  • Gejji R, Kaźmierczak B, Alber M. Classification and stability of global inhomogeneous solutions of a macroscopic model of cell motion, Math Biosci (2012) PubMed CrossRef
  • Dyzma M, Szopa P, Kaźmierczak B. Membrane associated complexes: new approach to calcium dynamics modeling, Math Model Nat Phenom 7(2):32-50 (2012) CrossRef
  • Hat B, Kaźmierczak B, Lipniacki T. B cell activation triggered by the formation of the small receptor cluster: A computational study, PLoS Comput Biol 7(10):e1000448 (2011) PubMed CrossRef | PDF
  • Szopa P, Lipniacki T, Kaźmierczak B. Exact solutions to a spatially extended model of kinase–receptor interaction, Phys Biol 8(5):055005 (2011) PubMed CrossRef
  • Kaźmierczak B, Peradzyński Z. Calcium waves with fast buffers and mechanical effects, J Math Biol 62:1-38 (2011, e-pub 2010) PubMed CrossRef
  • Kaźmierczak B, Dyzma M. Mechanical effects coupled with calcium waves, Arch Mech 62:121-133 (2010) PDF
  • Kaźmierczak B, Piechór K. Traveling wave solutions of a model of skin pattern formation in a singular case, Math Method Appl Sci 34(3):325–337 (2011; e-pub 2010) CrossRef
  • Kaźmierczak B, Lipniacki T. Spatial gradients in kinase cascade regulation, IET Syst Biol 4:348-355 (2010) PubMed CrossRef | PDF-ms
  • Alber M, Gejji R, Kaźmierczak B. Existence of global solutions of a macroscopic model of cellular motion in a chemotactic field, Appl Math Lett 22:1645-1648 (2009) CrossRef
  • Kaźmierczak B, Lipniacki T. Regulation of kinase activity by diffusion and feedback, J Theor Biol 259:291-296 (2009) PubMed CrossRef
  • El Khatib N, Génieys S, Kazmierczak B, Volpert V. Mathematical modelling of atherosclerosis as an inflammatory disease, Philos Transact A Math Phys Eng Sci 367(1908):4877-86 (2008) PubMed CrossRef
  • Kaźmierczak B. Existence of global solutions to a model of chondrogenesis, Math Meth Appl Sci 32(3):264-283 (2008) CrossRef
  • Kaźmierczak B, Volpert V. Calcium waves in systems with immobile buffers as a limit of waves for systems with non zero diffusion, Nonlinearity 21:71 (2008) CrossRef
  • Kaźmierczak B, Volpert V. Travelling calcium waves in systems with non diffusing buffers, Math Mod Meth Appl Sci 18(6):883-912 (2008) CrossRef
  • Alber M, Glimm T, Hentschel HG, Kazmierczak B, Zhang YT, Zhu J, Newman SA. The morphostatic limit for a model of skeletal pattern formation in the vertebrate limb, Bull Math Biol 69:460-483 (2007) PubMed CrossRef
  • Newman SA, Christley S, Glimm T, Hentschel HG, Kazmierczak B, Zhang YT, Zhu J, Alber M. Multiscale models for vertebrate limb development, Curr Top Dev Biol 81:311-340 (2007) PubMed CrossRef
  • Kazmierczak B, Volpert V. Travelling waves in partially degenerated reaction-diffusion systems, Mathematical Modelling of Natural Phenomena 2:106-125 (2007) CrossRef
  • Kazmierczak B, Volpert V. Calcium waves in systems with immobile buffers as a limit of waves for systems with nonzero diffusion, Nonlinearity 21:71-98 (2007) CrossRef