Showing 161 - 180 results of 32,215 for search '(( 50 ng decrease ) OR ((( 10 ((mg decrease) OR (mean decrease)) ) OR ( 2 step decrease ))))', query time: 0.75s Refine Results
  1. 161
  2. 162
  3. 163
  4. 164
  5. 165

    Respiratory symptoms-free days up to day 10. by Bruno Martins Tomazini (6509528)

    Published 2024
    “…The mean decay rate in SARS-CoV-2 viral load log<sub>10</sub> within 10 days was -3.75 (95% CI, -4.11; -3.19) in the placebo group, -3.83 (95% CI, -4.40; -2.27) in the halofuginone 0.5mg group and -4.13 (95% CI, -4.69; -3.57) in the halofuginone 1mg group, with no statistically significant difference in between placebo vs. halofuginone 0.5mg (mean difference -0.08; 95% CI -0.82 to 0.66, p = 0.96) and between placebo vs. halofuginone 1mg (mean difference -0.38; 95% CI, -1.11; 0.36, p = 0.41). …”
  6. 166

    Other symptoms-free days up to day 10. by Bruno Martins Tomazini (6509528)

    Published 2024
    “…The mean decay rate in SARS-CoV-2 viral load log<sub>10</sub> within 10 days was -3.75 (95% CI, -4.11; -3.19) in the placebo group, -3.83 (95% CI, -4.40; -2.27) in the halofuginone 0.5mg group and -4.13 (95% CI, -4.69; -3.57) in the halofuginone 1mg group, with no statistically significant difference in between placebo vs. halofuginone 0.5mg (mean difference -0.08; 95% CI -0.82 to 0.66, p = 0.96) and between placebo vs. halofuginone 1mg (mean difference -0.38; 95% CI, -1.11; 0.36, p = 0.41). …”
  7. 167

    Gastrointestinal symptoms-free days up to day 10. by Bruno Martins Tomazini (6509528)

    Published 2024
    “…The mean decay rate in SARS-CoV-2 viral load log<sub>10</sub> within 10 days was -3.75 (95% CI, -4.11; -3.19) in the placebo group, -3.83 (95% CI, -4.40; -2.27) in the halofuginone 0.5mg group and -4.13 (95% CI, -4.69; -3.57) in the halofuginone 1mg group, with no statistically significant difference in between placebo vs. halofuginone 0.5mg (mean difference -0.08; 95% CI -0.82 to 0.66, p = 0.96) and between placebo vs. halofuginone 1mg (mean difference -0.38; 95% CI, -1.11; 0.36, p = 0.41). …”
  8. 168
  9. 169
  10. 170
  11. 171
  12. 172
  13. 173
  14. 174
  15. 175
  16. 176
  17. 177
  18. 178

    Mean squared error of estimates decreases with larger datasets. by Alexander Eugene Zarebski (12078347)

    Published 2022
    “…<p>The mean squared error in the estimates of under the posterior distribution decreases as the size of the dataset increases. …”
  19. 179
  20. 180