Showing 1 - 20 results of 18,403 for search '(((( 50 c decrease ) OR ( e fold decrease ))) OR ( 50 ((a decrease) OR (we decrease)) ))', query time: 0.60s Refine Results
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    FTY720 decreased viability, proliferation, and motility and induced apoptosis in human hepatoblastoma cells. by Laura L. Stafman (6577184)

    Published 2019
    “…(B) Following 24 hours of treatment with FTY720, the proliferation of HuH6 cells measured using the CellTiter 96 cell proliferation assay was significantly decreased (IC<sub>50</sub> = 6.4 μM, p ≤ 0.05). (C) HuH6 cells were plated and allowed to reach 80% confluence, at which time the media was changed for fresh media (0, 5, or 8 μM FTY720) and a standard scratch wound was made. …”
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    <i>Kdm6a</i> conditional KO mice have decreased repopulating potential in serial competitive transplantation assays. by Ling Tian (107492)

    Published 2021
    “…The most striking difference was found in KO-F mice (35.51-fold increase in SLAM cells as compared to KO-F CD45.2<sup>+</sup> donor cells in whole BM, p = 0.0430). …”
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    Sensitivity analysis of 50:50 model. by Rachael Miller Neilan (10678614)

    Published 2021
    “…<p>A sensitivity analysis was conducted on the 50:50 model with constant 120 pA current to determine the sensitivity of pain output to select model parameters before injury (t = 10), during injury (t = 105), and after injury (t = 240). …”
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    Datasheet1_Impact of lockdown on children with type-1 diabetes: returning to the community was associated with a decrease in HbA1c.pdf by Benjamin Morat (17677977)

    Published 2023
    “…No significant difference was observed between medians of HbA1c_mean and HbA1c_after values (8.37% [7.88; 9.32%] vs. 8.50% [7.70; 9.50%], respectively; p = 0.391). …”
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    Datasheet2_Impact of lockdown on children with type-1 diabetes: returning to the community was associated with a decrease in HbA1c.pdf by Benjamin Morat (17677977)

    Published 2023
    “…No significant difference was observed between medians of HbA1c_mean and HbA1c_after values (8.37% [7.88; 9.32%] vs. 8.50% [7.70; 9.50%], respectively; p = 0.391). …”
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