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  • Elisa Bergas
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Update home authored Jul 31, 2019 by Elisa Bergas's avatar Elisa Bergas
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home.md
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...@@ -21,27 +21,6 @@ graph LR ...@@ -21,27 +21,6 @@ graph LR
## [R2_em.r&R2_winds.r](R2_em.r&R2_winds.r) ## [R2_em.r&R2_winds.r](R2_em.r&R2_winds.r)
(5) Regression coefficients for increasing thresholds [R2_em.r][R2_winds.r]
The following scores for the regression DOD.vs.emissions are computed for increasing thresholds of DOD and emissions (R2_em.r):
* Regression coefficient (R²)
* Slope
* Intercept
* Standard deviation of the slope
* Standard deviation of the intercept
* RMSE
The coefficients are determined by seasons and by month individually. And the vectors of increasing thresholds for emissions and DOD are:
```R
od_steps <- c(0, 1:9 %o% 10^(-(4:0)))
od_steps <- c(od_steps,c(1:9 %o% 10^((1)))) #from 10^-4 to 90 in a logarithmic way (0 included)
em_steps <- c(0, 1:9 %o% 10^(-(11:-2))) #from 10^-11 to 9*10⁻2 in a logarithmic way (0 included)
```
The final output are then matrixes of
The exact same procedure is done filttering by winds (u*) instead of emissions:
```R
wind_steps <- seq(from = 0, to = 1.5, by = 0.025) #from 0 to 1.5 m/s by steps of 0.025 m/s
```
## Data analysis of other regions ## Data analysis of other regions
The data analysis done in this work has only considered data referring North Africa. The data analysis done in this work has only considered data referring North Africa.
......
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