Showing 8,361 - 8,380 results of 48,899 for search '(( a ((mean decrease) OR (linear decrease)) ) OR ( a ((greatest decrease) OR (largest decrease)) ))', query time: 0.97s Refine Results
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    Proliferative keratinocytes and BrdU-positive label retaining cells are decreased in <i>Med1<sup>epi−/−</sup></i> mice. by Fumihito Noguchi (615295)

    Published 2014
    “…N = number of mice; n = number of hair follicles. Bars = means ± SE. N.S., not significant.</p>…”
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    Baseline and UBI scenarios modelled. by Rachel M. Thomson (5364965)

    Published 2024
    “…In our sensitivity analysis assuming minimal UBI-related employment impacts, CMD prevalence instead fell by 0.27% (95% UI −0.49, −0.05), a reduction of 112,228 cases (95% UI 20,783, 203,673); effects were largest for women (−0.32% [95% UI −0.65, 0.00]), those without children (−0.40% [95% UI −0.68, −0.15]), and those with least education (−0.42% [95% UI −0.97, 0.15]). …”
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    Smoother Surfaces Enhance Diffusion of Nanorods in Entangled Polymer Melts by Phillip A. Taylor (6293261)

    Published 2024
    “…We observe <i>D</i><sub>∥</sub> ∼ <i>l</i><sup>–<i>k</i></sup>, where <i>k</i> < 1 and decreases with decreasing surface roughness. The weaker scaling is driven by the non-Gaussian diffusion of nanorods due to the emergence of an intermittent hopping process that becomes more pronounced with decreasing roughness at the monomer scale. …”
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    Smoother Surfaces Enhance Diffusion of Nanorods in Entangled Polymer Melts by Phillip A. Taylor (6293261)

    Published 2024
    “…We observe <i>D</i><sub>∥</sub> ∼ <i>l</i><sup>–<i>k</i></sup>, where <i>k</i> < 1 and decreases with decreasing surface roughness. The weaker scaling is driven by the non-Gaussian diffusion of nanorods due to the emergence of an intermittent hopping process that becomes more pronounced with decreasing roughness at the monomer scale. …”
  13. 8373

    Modeling and optimal scheduling of battery energy storage systems in electric power distribution networks by Mehrjerdi H.

    Published 2019
    “…Moreover, a linear power flow model is used to calculate voltage magnitudes and power losses with high accuracy. …”
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