A concise treatment of modern econometrics and statistics, including underlying ideas from linear algebra, probability theory, and computer programming. This book offers a cogent and concise treatment of econometric theory and methods along with the underlying ideas from statistics, probability theory, and linear algebra. It emphasizes foundations and general principles, but also features many solved exercises, worked examples, and code listings. After mastering the material presented, readers will be ready to take on more advanced work in different areas of quantitative economics and to understand papers from the econometrics literature. The book can be used in graduate-level courses on foundational aspects of econometrics or on fundamental statistical principles. It will also be a valuable reference for independent study. One distinctive aspect of the text is its integration of traditional topics from statistics and econometrics with modern ideas from data science and machine learning; readers will encounter ideas that are driving the current development of statistics and increasingly filtering into econometric methodology. The text treats programming not only as a way to work with data but also as a technique for building intuition via simulation. Many proofs are followed by a simulation that shows the theory in action. As a primer, the book offers readers an entry point into the field, allowing them to see econometrics as a whole rather than as a profusion of apparently unrelated ideas.
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Specifications
Book Details
Title
A Primer in Econometric Theory
Imprint
MIT Press
Product Form
Hardcover
Publisher
MIT Press Ltd
Source ISBN
9780262034906
Genre
Business & Economics
ISBN13
9780262034906
Book Category
Economics, Business and Management Books
BISAC Subject Heading
BUS021000
Book Subcategory
Economics Books
ISBN10
9780262034906
Language
English
Dimensions
Width
30 mm
Height
229 mm
Length
178 mm
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