Reader small image

You're reading from  Getting Started with Haskell Data Analysis

Product typeBook
Published inOct 2018
Reading LevelBeginner
PublisherPackt
ISBN-139781789802863
Edition1st Edition
Languages
Right arrow
Author (1)
James Church
James Church
author image
James Church

James Church lives in Clarksville, Tennessee, United States, where he enjoys teaching, programming, and playing board games with his wife, Michelle. He is an assistant professor of computer science at Austin Peay State University. He has consulted for various companies and a chemical laboratory for the purpose of performing data analysis work. James is the author of Learning Haskell Data Analysis.
Read more about James Church

Right arrow

Summary

In this chapter, we introduced the central limit theorem before we covered normal distribution. Normal distribution is a smooth, strongly peaked function where the area under the curve is 1. We discussed how the normal distribution works as an excellent kernel for the kernel density estimator. We performed the kernel density estimation on a small dataset and discussed how shape of the data looked. We then performed kernel density estimation for the Monet price dataset and found the probability of a painting going for 5 million dollars or more. Our next chapter is going to be a section review, where we accumulate all of the content that we've gone over in this book so far.

lock icon
The rest of the page is locked
Previous PageNext Chapter
You have been reading a chapter from
Getting Started with Haskell Data Analysis
Published in: Oct 2018Publisher: PacktISBN-13: 9781789802863

Author (1)

author image
James Church

James Church lives in Clarksville, Tennessee, United States, where he enjoys teaching, programming, and playing board games with his wife, Michelle. He is an assistant professor of computer science at Austin Peay State University. He has consulted for various companies and a chemical laboratory for the purpose of performing data analysis work. James is the author of Learning Haskell Data Analysis.
Read more about James Church