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Practical Data Science Cookbook, Second Edition

You're reading from   Practical Data Science Cookbook, Second Edition Data pre-processing, analysis and visualization using R and Python

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Product type Paperback
Published in Jun 2017
Publisher Packt
ISBN-13 9781787129627
Length 434 pages
Edition 2nd Edition
Languages
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Authors (5):
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Anthony Ojeda Anthony Ojeda
Author Profile Icon Anthony Ojeda
Anthony Ojeda
Prabhanjan Narayanachar Tattar Prabhanjan Narayanachar Tattar
Author Profile Icon Prabhanjan Narayanachar Tattar
Prabhanjan Narayanachar Tattar
ABHIJIT DASGUPTA ABHIJIT DASGUPTA
Author Profile Icon ABHIJIT DASGUPTA
ABHIJIT DASGUPTA
Sean P Murphy Sean P Murphy
Author Profile Icon Sean P Murphy
Sean P Murphy
Bhushan Purushottam Joshi Bhushan Purushottam Joshi
Author Profile Icon Bhushan Purushottam Joshi
Bhushan Purushottam Joshi
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Table of Contents (12) Chapters Close

Preface 1. Preparing Your Data Science Environment FREE CHAPTER 2. Driving Visual Analysis with Automobile Data with R 3. Creating Application-Oriented Analyses Using Tax Data and Python 4. Modeling Stock Market Data 5. Visually Exploring Employment Data 6. Driving Visual Analyses with Automobile Data 7. Working with Social Graphs 8. Recommending Movies at Scale (Python) 9. Harvesting and Geolocating Twitter Data (Python) 10. Forecasting New Zealand Overseas Visitors 11. German Credit Data Analysis

Simple linear regression models


Linear regression models can be built to obtain preliminary insight about the trend and seasonal impact on the time series variable. The trend and seasonal components are specified as independent variables while the time series, visitors count here, is the dependent variable. We make the following assumptions while building the linear regression model:

  1. The time series is linear in the trend and seasonal variables.
  2. The trend and seasonal components are independent of each other.
  3. The observations, time series values, are independent of each other.
  4. The error associated with the observation follows normal distribution.

Let Yt 1 < t < T, denote the time series which observations at the time points 1, 2, ..., T. For example, in our overseas visitors data, we have T = 228. In the simplistic regression model, the trend variable is the vector 1, 2, ..., T, that is, XTr = (1, 2, ..., T). We know that for monthly data, we have the month name as the seasonal indicator...

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