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📝 update vignettes
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vignettes/images/tutorial1_img1.png

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vignettes/tutorial_ind.qmd

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@@ -142,7 +142,7 @@ This tab presents three key outputs:
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- **Effective sample size (N<sub>area</sub>)**: The number of home range crossing events, which influences the reliability of the estimate.
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Given the current sampling parameters (sampling interval of *one fix every 2 hours* and the realized duration of *10.1 months*), N<sub>area</sub> ≈ 34, indicating approximately 34 home range crossing events occurred within the sampling period.
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Given the current sampling parameters (sampling interval of *one fix every 2 hours* and the realized duration of *10.1 months*), N<sub>area</sub> ≈ 42, indicating approximately 42 home range crossing events occurred within the sampling period.
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The visualization compares the estimated home range to the true home range. Ideally, the point estimate should closely match the true home range. The 95% confidence intervals should be as narrow as possible and tightly follow the point estimate.
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@@ -166,7 +166,7 @@ The output types here are identical to those in the `r fa("map-location-dot")` `
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Wide confidence intervals indicate high uncertainty, suggesting that a shorter sampling interval may be necessary to improve accuracy.
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Given the current sampling parameters (sampling interval of *one fix every 2 hours* and the realized duration of *10.1 months*), we have an N<sub>speed</sub> ≈ 1,995. This is the equivalent to 1,995 independently sampled velocities. A higher N<sub>speed</sub> enhances estimate precision and reduces uncertainty.
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Given the current sampling parameters (sampling interval of *one fix every 2 hours* and the realized duration of *10.1 months*), we have an N<sub>speed</sub> ≈ 1,127. This is the equivalent to 1,127 independently sampled velocities. A higher N<sub>speed</sub> enhances estimate precision and reduces uncertainty.
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![](images/tutorial1_img7.png){fig-align="center"}
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