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Mainstream Mathematical Economics in the 20 th Century

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Cover of 'Mainstream Mathematical Economics in the 20 th Century'

Table of Contents

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    Book Overview
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    Chapter 1 Cournot, Walras, and Edgeworth
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    Chapter 2 Pareto and General Equilibrium
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    Chapter 3 Classical General Equilibrium
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    Chapter 4 Wald and Existence Proofs
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    Chapter 5 Early Game Theory
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    Chapter 6 Early Multisectoral Growth
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    Chapter 7 Dynamic Modelling
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    Chapter 8 Irving Fisher and Interest Theory
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    Chapter 9 Widening General Equilibrium Theory
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    Chapter 10 Applied General Equilibrium
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    Chapter 11 Walras ‘cum’ Leontief
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    Chapter 12 From Classical to Modern Analysis
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    Chapter 13 Linear Programming and Extensions
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    Chapter 14 Consumer’s Analysis
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    Chapter 15 Firm’s Analysis
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    Chapter 16 General Competitive Equilibrium
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    Chapter 17 Stability and More
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    Chapter 18 Regular Economies
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    Chapter 19 Efficiency and Core. Large Economies
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    Chapter 20 Game Theory and Oligopoly
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    Chapter 21 Social Choice and Welfare Economics
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    Chapter 22 Macroeconomic Growth Theory
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    Chapter 23 Multisectoral Growth Models
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    Chapter 24 Optimal Growth
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    Chapter 25 Intertemporal Individual Choices
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    Chapter 26 Dynamic General Equilibrium
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    Chapter 27 Money in Dynamic General Equilibrium
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    Chapter 28 Macroeconomic Asset Pricing
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    Chapter 29 Incomplete Markets and Finance
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    Chapter 30 Deterministic Chaos
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    Chapter 31 A Look to the Future
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Title
Mainstream Mathematical Economics in the 20 th Century
Published by
Springer Berlin Heidelberg, March 2013
DOI 10.1007/978-3-662-04238-0
ISBNs
978-3-64-208638-0, 978-3-66-204238-0
Authors

Nicola, PierCarlo