Functional Form And Utility
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A01=Arthur S. Goldberger
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Author_Arthur S. Goldberger
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Cobb Douglas Case
Complementary Proportion
Conditional Expectations
Consumer Demand Functions
Consumer Demand Models
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Demand Functions
Disturbance Covariance Matrix
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Fundamental Matrix Equation
Income Flexibility
Income Slopes
Indirect Additivity
Indirect Utility Function
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Laspeyre Price Index
Linear Expenditure System
Logarithmic Differentials
Marginal Budget Shares
Maximum Tolerable Quantities
Monotonic Transformations
Observable Determinants
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Powell's Model
Powell’s Model
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Quadratic Utility Function
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Stochastic Specification
Supernumerary Income
Product details
- ISBN 9780367014285
- Weight: 410g
- Dimensions: 147 x 222mm
- Publication Date: 09 Apr 2020
- Publisher: Taylor & Francis Ltd
- Publication City/Country: GB
- Product Form: Hardback
- Language: English
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This book presents a review of classical consumer demand theory, emphasizing the form of utility and demand functions. The theory is developed in general terms with reference to the linear expenditure system and with reference to alternative specifications of complete sets of demand functions.
Arthur S. Goldberger is Vilas Research Professor of Economics, University of Wisconsin-Madison.
