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Jupyter Cookbook

Jupyter Cookbook

By : Toomey
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Jupyter Cookbook

Jupyter Cookbook

1 (1)
By: Toomey

Overview of this book

Jupyter has garnered a strong interest in the data science community of late, as it makes common data processing and analysis tasks much simpler. This book is for data science professionals who want to master various tasks related to Jupyter to create efficient, easy-to-share, scientific applications. The book starts with recipes on installing and running the Jupyter Notebook system on various platforms and configuring the various packages that can be used with it. You will then see how you can implement different programming languages and frameworks, such as Python, R, Julia, JavaScript, Scala, and Spark on your Jupyter Notebook. This book contains intuitive recipes on building interactive widgets to manipulate and visualize data in real time, sharing your code, creating a multi-user environment, and organizing your notebook. You will then get hands-on experience with Jupyter Labs, microservices, and deploying them on the web. By the end of this book, you will have taken your knowledge of Jupyter to the next level to perform all key tasks associated with it.
Table of Contents (12 chapters)
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Generate a regression line of data using R


In this example, we use the abline function to portray a regression line of our data.

How to do it...

We can use this script:

# load the iris dataset
data <- read.csv("http://archive.ics.uci.edu/ml/machine-learning-databases/iris/iris.data")

#Let us also clean up the data so as to be more readable
colnames(data) <- c("sepal_length", "sepal_width", "petal_length", "petal_width", "species")

# call plot first
plot(data$sepal_length, data$petal_length)

# abline adds to the plot
abline(lm(data$petal_length ~ sepal_length), col="red")

It results in a similar Scatter plot but with a regression line included:

How it works...

We are using the same iris dataset as in the previous example.

We have seen how plot can produce a Scatter plot. The addition by abline is to calculate and draw out the regression line on top of the Scatter plot.

The regression does not appear to be a great fit as there are big chunks of data points far away from the line.

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