Showing 1 - 20 results of 145,556 for search '(((( 1 1 decrease ) OR ( 50 ((nn decrease) OR (a decrease)) ))) OR ( 5 _ decrease ))', query time: 1.41s Refine Results
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    mGluR5 receptor decreased glycinergic currents. by Zi-Yang Zhang (4988555)

    Published 2019
    “…(<b>F</b>) Postsynaptic loading of U-0126 or PD98059 prevented CHPG from decreasing glycinergic responses (U-0126, 107.6 ± 10.4% of baseline at 15–20 min post-CHPG, <i>t</i>[8] = 0.997, <i>p</i> = 0.348; PD98059, 93.1 ± 5.0% of baseline at 15–20 min post-CHPG, <i>t</i>[5] = 0.883, <i>p</i> = 0.418). …”
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    Downregulation of DOM decreases the abundance of PER and TIM. by Zhenxing Liu (399809)

    Published 2019
    “…Downregulation of DOM decreased PER levels at CT1-5 and CT17-21. (Scale bar: 50 um.) …”
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    The decrease or inhibition of Hsp90 induced REST degradation. by Raúl Orozco-Díaz (7067624)

    Published 2019
    “…(C) The densitometry analysis of bands representing means ± SDs of three independent experiments (<i>P</i><0.05). (D) The level of REST dramatically reduced in differentiated SH-SY5Y cells treated with GA (1 μM) or PU-H71 (50 nM) at 24 h. …”
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    Decreased Incidence of Type 1 Diabetes in Young Finnish Children by Anna Parviainen (9343391)

    Published 2020
    “…We assessed sex-specific incidence rates (IRs) per 100,000 person years (PY) by 4-year time periods in three age groups (0.50–4.99, 5.00–9.99, and 10.00–14.99 years).</p> <p>RESULTS</p> <p>Among the 7,871 children with newly diagnosed type 1 diabetes, the median age at diagnosis increased from 7.88 to 8.33 (<i>P </i>= 0.001), while the overall IR decreased from 57.9/100,000 PY in 2003–2006 to 52.2/100,000 PY in 2015–2018, yielding an IR ratio (IRR) of 0.90 (95% CI 0.85–0.96, <i>P </i>= 0.001). …”
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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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