Search alternatives:
increase decrease » increased release (Expand Search), increased crash (Expand Search)
test decrease » teer decrease (Expand Search), cost decreased (Expand Search), step decrease (Expand Search)
increase decrease » increased release (Expand Search), increased crash (Expand Search)
test decrease » teer decrease (Expand Search), cost decreased (Expand Search), step decrease (Expand Search)
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1581
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1582
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1583
HFD decreases intermediate-term memory.
Published 2025“…Error bars indicate SD (n = 3. Student’s <i>t</i>-test, * p < 0.05). (C) Food intake was not significantly different between ND- and HFD-fed flies during the 1 hour. …”
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1584
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1585
Differences in total Tau and p-Tau Thr231 following maternal Pg-OMV exposure.
Published 2025“…<b>(C-D)</b> Quantification of western blots showing decrease in total Tau and increase in p-Tau Thr231 (Student’s T-Test p = 0.0013). …”
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1586
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1587
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1588
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1589
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1590
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1591
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1592
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1593
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1594
Univariate analyses.
Published 2025“…Multiple linear regression with Generalized Estimating Equations (GEE) modelling was used to identify factors associated with mean monthly ED visits. Multivariate analysis showed the mean monthly ED visits increased significantly during the first year of COVID-19 than before the pandemic (Mean = 0.30 vs Mean = 0.21, p = 0.01). …”
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1595
Overview of individuals in the study.
Published 2025“…Multiple linear regression with Generalized Estimating Equations (GEE) modelling was used to identify factors associated with mean monthly ED visits. Multivariate analysis showed the mean monthly ED visits increased significantly during the first year of COVID-19 than before the pandemic (Mean = 0.30 vs Mean = 0.21, p = 0.01). …”
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1596
Multivariate analyses.
Published 2025“…Multiple linear regression with Generalized Estimating Equations (GEE) modelling was used to identify factors associated with mean monthly ED visits. Multivariate analysis showed the mean monthly ED visits increased significantly during the first year of COVID-19 than before the pandemic (Mean = 0.30 vs Mean = 0.21, p = 0.01). …”
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1597
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1598
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1599
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1600