Production economics : the basic theory of production optimisation
著者
書誌事項
Production economics : the basic theory of production optimisation
（Springer texts in business and economics）
Springer, c2013
2nd ed
- : softcover
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注記
Includes bibliographical references and index
内容説明・目次
内容説明
This book covers the basic theory of how, what and when firms should produce to maximise profits. Based on the neoclassical theory of the firm presented in most general microeconomic textbooks, it extends the general treatment and focuses on the application of the theory to specific problems that the firm faces when making production decisions to maximise profits. Increasing level of government regulation and the use of specialised and often very expensive equipment in modern production motivates the following focus areas: 1) How to optimise production under restrictions., 2) Treatment of fixed inputs and the process of input fixation, 3) Optimisation of production over time, 4) Linear and Mixed Integer Programming as tools for optimisation in practice. This updated second edition includes a more comprehensive introduction to the theory of decision making under risk and uncertainty as well as a new chapter on how to use linear programming to generate the supply function of the firm.
目次
Preface.- 1 Introduction.- 2 The Production Function.- 3 Optimisation with One Input.- 4 Production and Optimisation with Two or More Inputs.- 5 Costs.- 6 Productivity, Efficiency and Technological Changes.- 7 Input Demand Functions.- 8 Land and Other Inputs.- 9 The Company's Supply Function.- 10 Optimisation of Production Under Restrictions.- 11 Economies of Scale and Size.- 12 The Fixation of the Production Factors.- 13 Decreasing Sales Curve.- 14 Production Over Time.- 15 Risk and Uncertainty.- 16 Economic Rent and the Value of Land.- 17 Production of Multiple Products.- 18 The Linear Programming Model.- 19 Production Planning in the linear Production Model: Linear Programming.- 20 Use of Linear Programming in Practical Production Planning.- 21 Modelling Supply Functions Using Linear Programming.- Appendix.- Index.
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