Economic Networks: Theory and Computation

by Thomas J. Sargent, John Stachurski

Overview

It has become increasingly clear that economies can fruitfully be viewed as networks, consisting of millions of nodes (households, firms, banks, etc.) connected by business, social, and legal relationships. These relationships shape many outcomes that economists often measure. Over the past few years, research on production networks has flourished, as economists try to understand supply-side dynamics, default cascades, aggregate fluctuations, and many other phenomena. Economic Networks provides a brisk introduction to network analysis that is self-contained, rigorous, and illustrated with many figures, diagrams and listings with computer code. Network methods are put to work analyzing production networks, financial networks, and other related topics (including optimal transport, another highly active research field). Visualizations using recent data bring key ideas to life.

Product Details

ISBN-13:	9781009456357
Publisher:	Cambridge University Press
Publication date:	04/25/2024
Series:	Structural Analysis in the Social Sciences , #53
Pages:	266
Product dimensions:	6.89(w) x 9.84(h) x 0.79(d)

About the Author

Thomas J. Sargent is a Nobel Prize–winning economist and Professor of Economics at New York University. He has held positions at Stanford, Minnesota, Chicago, and Princeton, and served as President of the Econometric Society and of the American Economic Association. He is renowned for his influential research on macroeconomics, rational expectations, and policy analysis.

John Stachurski is a professor at the Australian National University who has made influential contributions to the study of Markov models and dynamic optimization. He is an economist specializing in mathematical and computational economics and is also a co-founder of QuantEcon, a popular platform for open-source economic modeling.

Table of Contents

Preface; Common symbols; 1. Introduction; 2. Production; 3. Optimal flows; 4. Markov chains and networks; 5. Nonlinear interactions; Appendices; 6. Appendix.