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fixed a few typos
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mgimond committed Dec 30, 2023
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8 changes: 4 additions & 4 deletions docs/articles/qq.html

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6 changes: 3 additions & 3 deletions vignettes/qq.Rmd
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Expand Up @@ -261,7 +261,7 @@ y <- rnorm(100)
eda_qq(x, y)
```

Note how the points not only meander about the `x=y` line, but some of the points tail off near the end of the distributions.
Note how the points not only meander about the `x=y` line, but some of the points tail off near the end of the distribution.


# Power transformation
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# A working example

Many datasets will have distributions that differ not only additively and/or Multiplicatively, but also by their general shape. This may create complex point patterns in your QQ plot. Such cases can be indicative of different *processes* at play for different ranges of values. We'll explore such a case using `wat95` and `wat05` dataframes available in this package. The data represent derived normal temperatures for the 1981-2010 period (`wat95`) and the 1991-2020 period (`wat05`) for the city of Waterville, Maine (USA). We will subset the data to the daily *average* normals, `avg`:
Many datasets will have distributions that differ not only additively and/or multiplicatively, but also by their general shape. This may create complex point patterns in your QQ plot. Such cases can be indicative of different *processes* at play for different ranges of values. We'll explore such a case using `wat95` and `wat05` dataframes available in this package. The data represent derived normal temperatures for the 1981-2010 period (`wat95`) and the 1991-2020 period (`wat05`) for the city of Waterville, Maine (USA). We will subset the data to the daily *average* normals, `avg`:

```{r}
old <- wat95$avg # legacy temperature normals
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```

The proposed offsets seem to do a good job in characterizing the differences in temperatures .
The proposed offsets seem to do a good job in characterizing the differences in temperatures.


The characterization of the differences in normal temperatures between the old and new set of normals can be formalized as follows:
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