Lectures on Neoclassical Production Economics
Robert G. Chambers(Author)
Oxford University Press Inc
Will be published approx. on 14. July 2026
Book
Hardback
216 pages
978-0-19-781772-8 (ISBN)
Description
Lectures on Neoclassical Production Economics is an advanced undergraduate treatment of the fundamental economic model of producer behaviour. It shows how producers, confronted with existing technical possibilities and markets, decide how and what to produce. The book first discusses the roles that models, abstraction, and mathematics play in economic analyses. It then introduces a "canonical model" of "The Technology" as a set of inputs and output that satisfies five basic assumptions. Successive chapters build on this foundation to develop representations of technical possibilities that include production functions, input-requirement functions, input sets, and output sets. A "primer" on the optimal behaviour of price-taking, profit maximizing producers follows. It describes in a rigorous, but accessible, form the optimal producer behaviour using verbal, graphical, and mathematical arguments.
Following chapters cover cost functions, revenue functions, and profit functions. These chapters treat the theories of cost-minimizing, revenue-maximizing, and profit-maximizing producers. Concepts covered include cost-minimizing demands, revenue-maximizing supplies, profit maximizing input demands and supplies, Shephard's Lemma, McFadden's Lemma, and Hotelling's Lemma. A chapter on duality then shows that the existence of well-behaved profit function implies the existence of a canonical technology. Distance function representations of input set and output sets are then introduced and their properties are derived. The book discusses: how to use distance functions to derive cost and revenue functions, how to use cost and revenue functions to construct "dual distance functions", the role that distance functions play in calculating shadow prices, the use of distance functions to measure efficiency, and the use of distance functions to measure relative performance. The final chapter examines the consequences of relaxing the assumptions of the "canonical model" and price-taking producers.
Following chapters cover cost functions, revenue functions, and profit functions. These chapters treat the theories of cost-minimizing, revenue-maximizing, and profit-maximizing producers. Concepts covered include cost-minimizing demands, revenue-maximizing supplies, profit maximizing input demands and supplies, Shephard's Lemma, McFadden's Lemma, and Hotelling's Lemma. A chapter on duality then shows that the existence of well-behaved profit function implies the existence of a canonical technology. Distance function representations of input set and output sets are then introduced and their properties are derived. The book discusses: how to use distance functions to derive cost and revenue functions, how to use cost and revenue functions to construct "dual distance functions", the role that distance functions play in calculating shadow prices, the use of distance functions to measure efficiency, and the use of distance functions to measure relative performance. The final chapter examines the consequences of relaxing the assumptions of the "canonical model" and price-taking producers.
More details
Series
Language
English
Place of publication
New York
United States
Target group
College/higher education
Product notice
sewn/stitched
Cloth over boards
Dimensions
Height: 235 mm
Width: 156 mm
ISBN-13
978-0-19-781772-8 (9780197817728)
Copyright in bibliographic data is held by Nielsen Book Services Limited or its licensors: all rights reserved.
Schweitzer Classification
Person
Robert G. Chambers is a Professor at the University of Maryland. He received his PhD from the University of California (Berkeley) and joined the faculty at the University of Maryland in 1979. He has served as an Adjunct Professor at the University of Western Australia and as an Honorary Professor at the University of Queensland. He is a Fellow of the Agricultural and Applied Economics Association and the Editor-in-Chief of the Journal of Productivity Analysis. His areas of interest include production economics, microeconomic theory, decision-making under uncertainty, and agricultural economics. His research and teaching have been honored by the Agricultural and Applied Economics Association, the European Agricultural Economics Association, SCOR/IDEI, the University of Maryland.
Content
to come