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Scalable Data Processing in R

Offered By: DataCamp

Tags

R Programming Courses Big Data Courses Data Analysis Courses Data Processing Courses

Course Description

Overview

Learn how to write scalable code for working with big data in R using the bigmemory and iotools packages.

Datasets are often larger than available RAM, which causes problems for R programmers since by default all the variables are stored in memory. You’ll learn tools for processing, exploring, and analyzing data directly from disk. You’ll also implement the split-apply-combine approach and learn how to write scalable code using the bigmemory and iotools packages. In this course, you'll make use of the Federal Housing Finance Agency's data, a publicly available data set chronicling all mortgages that were held or securitized by both Federal National Mortgage Association (Fannie Mae) and Federal Home Loan Mortgage Corporation (Freddie Mac) from 2009-2015.

Syllabus

  • Working with increasingly large data sets
    • In this chapter, we cover the reasons you need to apply new techniques when data sets are larger than available RAM. We show that importing and exporting data using the base R functions can be slow and some easy ways to remedy this. Finally, we introduce the bigmemory package.
  • Processing and Analyzing Data with bigmemory
    • Now that you've got some experience using bigmemory, we're going to go through some simple data exploration and analysis techniques. In particular, we'll see how to create tables and implement the split-apply-combine approach.
  • Working with iotools
    • We'll use the iotools package that can process both numeric and string data, and introduce the concept of chunk-wise processing.
  • Case Study: A Preliminary Analysis of the Housing Data
    • In the previous chapters, we've introduced the housing data and shown how to compute with data that is about as big, or bigger than, the amount of RAM on a single machine. In this chapter, we'll go through a preliminary analysis of the data, comparing various trends over time.

Taught by

Michael Kane and Simon Urbanek

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