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## 4. Visualize $\theta$ (probability to observe white fish larvae) as a function of ICELAST09 when DISSAND is set to its mean value and in both cases when BOTTOMCOV=0 and BOTTOMCOV=1 (range from minimum to maximum value of ICELAST09 in the data). | |
```{r} | |
range(fishdata$ICELAST09) | |
``` | |
```{r} | |
predict_with_bottomcoverage <- tibble( | |
ICELAST09 = seq(7, 21, 0.1), | |
DIS_SAND = mean(fishdata$DIS_SAND), | |
BOTTOMCOV = as.factor(1) | |
) | |
predict_with_bottomcoverage$expected <- | |
predict(model1, newdata=predict_with_bottomcoverage, type="response") | |
predict_without_bottomcoverage <- tibble( | |
ICELAST09 = seq(7, 21, 0.1), | |
DIS_SAND = mean(fishdata$DIS_SAND), | |
BOTTOMCOV = as.factor(0) | |
) | |
predict_without_bottomcoverage$expected <- | |
predict(model1, newdata=predict_without_bottomcoverage, type="response") | |
propability = bind_rows( | |
predict_with_bottomcoverage, | |
predict_without_bottomcoverage | |
) | |
propability |> | |
ggplot(aes(x=ICELAST09, y=expected, color=BOTTOMCOV)) + | |
geom_line() + | |
labs( | |
x = "Ice Last", | |
y = "Propability", | |
color = "Bottom Coverage" | |
) + | |
theme_minimal() + | |
theme(legend.position = "top") | |
``` |
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