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  1. Aleksandr Smirnov (4576216) ; Yunfei Liao (7497635) ; et al.
    2021
    academicJournal
  2. Massman, J. ; Havrilla, M.
    In: 2022 Sixteenth International Congress on Artificial Materials for Novel Wave Phenomena (Metamaterials, 2022
    Online Konferenz
  3. Haochen Xu (6824081)
    2021
    unknown
  4. Liaw, SY ; Rusli, KDB ; et al.
    2023
    academicJournal
  5. Karunarathna, Suranjan ; De Silva, Anslem ; et al.
    2021
    Bild
  6. Karunarathna, Suranjan ; De Silva, Anslem ; et al.
    2021
    Bild
  7. Karunarathna, Suranjan ; De Silva, Anslem ; et al.
    2021
    Bild
  8. Karunarathna, Suranjan ; De Silva, Anslem ; et al.
    2021
    Bild
  9. In: Democracy at Work in an Indian Industrial Cooperative ; page 156-181; (2018)
    Buch
  10. In: Democracy at Work in an Indian Industrial Cooperative ; page 182-216; (2018)
    Buch
  11. In: Democracy at Work in an Indian Industrial Cooperative ; page 54-85; (2018)
    Buch
  12. In: Democracy at Work in an Indian Industrial Cooperative ; page 217-224; (2018)
    Buch
  13. Figure 3—figure supplement 1. Modeling of Na+ and Gβγ binding equilibrium with the GIRK2 tetramer. ; GIRK binding with 0 to 4 Na+ and/or Gβγ is modeled with a system containing all 25 possible binding states. Symbols represent the following. C: GIRK tetramer with no ligand bound; C(Na+)i: channel with i Na+ bound; C(Gβγ)j: channel with j Gβγ bound; Kdn: equilibrium dissociation constant of Na+ with ligand-free channel; Kdb: equilibrium dissociation constant of Gβγ with ligand-free channel; n: cooperativity factor for each successive Na+ binding; b: cooperativity factor for each successive Gβγ binding; η: cross cooperativity between Gβγ and Na+ binding. Experimentally measurable GIRK activity is the sum of the activities of all species described in this model: GIRK Activity = ∑i,j (ci,j × θi,j) where ci,j is the population of GIRK with i Na+ and j Gβγ bound and θi,j is the activity of the corresponding species. Since the Na+ titration to GIRK with saturated Gβγ follows a simple 1:1 binding isotherm (rectangular hyperbola), we assumed the cooperativity factor n for Na+ binding to be 1 and that the channel activity increases proportionally with the number of occupied Na+ sites (θi,j = θ0,j + i × (θ4,j - θ0,j) / 4). Reasonable fitting was achieved only when opening was associated with 4 Gβγ bound (θi,j = 0 when j ≠ 4). Under these assumptions, parameters for the best fit are: Kdn = 60 ± 20 mM, Kdb = 0.019 ± 0.007, b = 0.30 ± 0.06, η = 0.63 ± 0.04, θ0,4 = 0.49 ± 0.04 and θ4,4 = 1.19 ± 0.05.
    2016
    unknown
  14. Xu, E (via Mendeley Data)
    2021
    Online unknown
  15. Lin, Hung-Yi ; Huang, Po-Whei
    In: Third International Conference on Information Technology and Applications (ICITA'05, 2005
    Online Konferenz
  16. Yu, Byunggu ; Bailey, T. ; et al.
    In: Proceedings ITCC 2003. International Conference on Information Technology: Coding and Computing, 2004
    Online Konferenz
  17. 2016
    unknown
  18. Salama, Roberto
    In: Proceedings of the ACM international conference companion on Object oriented programming systems languages and applications companion, 2011
    Konferenz
  19. Li, Guohui ; Zhao, Pei ; et al.
    In: 2010 10th IEEE International Conference on Computer and Information Technology, 2010
    Online Konferenz
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