We will now learn about how we can perform the mathematical transformations in R in order to make a non-stationary series stationary.

We have the daily stock prices of an imaginary stock exhibiting rapid growth stored in a csv file. You can download the csv file and follow along this tutorial to perform the transformations in your R console. There are two hundred observations starting from 1st Jan , 2016.

We have placed the csv file in our working directory as shown below:

```
> setwd("C:/Users/Manish/Dropbox/Finance Train/Courses/Data")
> getwd()
[1] "C:/Users/Manish/Dropbox/Finance Train/Courses/Data"
> list.files()
[1] "stock_daily.csv"
```

As you can see, the file `stock_daily.csv`

in available in our working directory.

### Load Data in R

We will read this csv file in R using `read.csv()`

function and store the dataset in a variable called `sp`

. The data will be stored as a dataframe.

```
> sp <- read.csv("stock_daily.csv", header=FALSE)
>
> str(sp)
'data.frame': 200 obs. of 1 variable:
$ V1: num 254 229 277 262 264 ...
>
```

### Convert dataframe to time series using `ts()`

function

Now that we have the data in a dataframe, we can convert it into a time series object using the `ts()`

function as shown below:

`> sp_ts <- ts(sp, start=2016, frequency=365)`

### Plot the series

Let’s now plot the time series using the `plot.ts()`

function.

`> plot.ts(sp_ts,col=4, main="Daily Stock Prices", ylab="Price")`

We can observe two things here:

- There is a clearly visible upward trend in the data
- The variability in the data is increasing over time.

Let’s now look at how we can remove both these patterns to stationarize the series.

## Leave a Reply