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- 2002075301 contributor B9245978.
- 2002075301 created "c2002.".
- 2002075301 date "2002".
- 2002075301 date "c2002.".
- 2002075301 dateCopyrighted "c2002.".
- 2002075301 description "Includes bibliographical references (p. [167]-173) and indexes.".
- 2002075301 description "Machine generated contents note: 1. INTRODUCTION -- 2. OPTIMAL INNOVATION IN THE -- MARKET ECONOMY -- 1. Progress in the State of the Arts and the Role of Private- -- Sector Research and Development -- 2. Present-Value Theory and Numerical Solutions -- 3. Some Regression Evidence on Response to the Interest -- Rate and on Risk-Aversion. -- 3. OPTIMAL CHANGE IN THE STATE OF THE ARTS -- 1. The General Case -- 2. The Harrod-Neutral Case -- 3. Comparison with Private Sector R&D -- 4. OPTIMAL SAVING WITH THREE -- FACTORS OF PRODUCTION -- 5. OPTIMAL ALLOCATION WITH SEVERAL GOODS -- 1. Discussion of Method -- 2. The Two Factor, Four Goods Case -- 3. Further Examination with Prices Variable -- 4. The Concept Capital -- 5. Conclusions -- 6. OPTIMAL ALLOCATION WITH THREE -- FACTORS AND FIVE GOODS -- 1. Introduction -- 2. The Model and its Solution -- 3. The Three-by-Three Case for Comparison -- 4. A General Formula -- 5. Imperfect Competition and Allocative Efficiency -- 6. Conclusions -- 7. EXPANSION OF THE FRONTIER WITH PROGRESS -- 1. Introduction -- 2. Progress with Two Factors -- 3. Progress with Three Factors -- 4. Optimal Allocation with three Factors and three Goods -- 5. Once again Reswitching -- 6. Convexity of the Factor Rental Frontier -- 7. On the Number of Goods Compared with the Number of -- Factors -- 8. OPTIMAL RESOURCE EXTRACTION -- 1. The Case of One Final Good -- 2. Comparison with the Many Goods Case -- 9. FRONTIER AND MARKET DISTORTIONS -- 1. Wage Fixing, Frontier -- 2. Restricted Markets -- 3. Exchange Rate and Wage Increases -- 4. Labor Saving Progress -- 5. Trade Liberalization -- 6. Trade Gains and Domestic Goods -- 10. DEPARTURES FROM THE CEILING AND CORRECTIVE -- MEASURES -- 1. Markets for Goods and Factors -- 2. Targets and Instruments -- 2.1 Fiscal and Monetary Measures to Raise Output -- and Employment -- 2.2 Exchange Rate Adjustments -- 2.3 Expectations -- 2.4 A Walrasian View of Unemployment -- 11.EXPANSION OF THE CEILING -- 1. Productivity Growth and Forms of Progress -- 2. Output, Employment, Wages, and Prices -- 3. Policy Options under EMU Constraints -- 12.SOME CONCLUSIONS -- Author Index -- Topic Index.".
- 2002075301 extent "xii, 176 p. :".
- 2002075301 identifier "0820454974".
- 2002075301 identifier 2002075301.html.
- 2002075301 issued "2002".
- 2002075301 issued "c2002.".
- 2002075301 language "eng".
- 2002075301 publisher "Frankfurt-am-Main ; New York : Peter Lang,".
- 2002075301 spatial "Germany".
- 2002075301 spatial "United States".
- 2002075301 subject "338.9/001/51 21".
- 2002075301 subject "Corporations Growth Mathematical models.".
- 2002075301 subject "Economic development Mathematical models.".
- 2002075301 subject "HD75.5 .G44 2002".
- 2002075301 subject "Industries Germany Mathematical models.".
- 2002075301 subject "Industries Mathematical models.".
- 2002075301 subject "Industries United States Mathematical models.".
- 2002075301 subject "Labor economics Mathematical models.".
- 2002075301 subject "Research, Industrial Economic aspects Mathematical models.".
- 2002075301 subject "Technological innovations Economic aspects Mathematical models.".
- 2002075301 tableOfContents "Machine generated contents note: 1. INTRODUCTION -- 2. OPTIMAL INNOVATION IN THE -- MARKET ECONOMY -- 1. Progress in the State of the Arts and the Role of Private- -- Sector Research and Development -- 2. Present-Value Theory and Numerical Solutions -- 3. Some Regression Evidence on Response to the Interest -- Rate and on Risk-Aversion. -- 3. OPTIMAL CHANGE IN THE STATE OF THE ARTS -- 1. The General Case -- 2. The Harrod-Neutral Case -- 3. Comparison with Private Sector R&D -- 4. OPTIMAL SAVING WITH THREE -- FACTORS OF PRODUCTION -- 5. OPTIMAL ALLOCATION WITH SEVERAL GOODS -- 1. Discussion of Method -- 2. The Two Factor, Four Goods Case -- 3. Further Examination with Prices Variable -- 4. The Concept Capital -- 5. Conclusions -- 6. OPTIMAL ALLOCATION WITH THREE -- FACTORS AND FIVE GOODS -- 1. Introduction -- 2. The Model and its Solution -- 3. The Three-by-Three Case for Comparison -- 4. A General Formula -- 5. Imperfect Competition and Allocative Efficiency -- 6. Conclusions -- 7. EXPANSION OF THE FRONTIER WITH PROGRESS -- 1. Introduction -- 2. Progress with Two Factors -- 3. Progress with Three Factors -- 4. Optimal Allocation with three Factors and three Goods -- 5. Once again Reswitching -- 6. Convexity of the Factor Rental Frontier -- 7. On the Number of Goods Compared with the Number of -- Factors -- 8. OPTIMAL RESOURCE EXTRACTION -- 1. The Case of One Final Good -- 2. Comparison with the Many Goods Case -- 9. FRONTIER AND MARKET DISTORTIONS -- 1. Wage Fixing, Frontier -- 2. Restricted Markets -- 3. Exchange Rate and Wage Increases -- 4. Labor Saving Progress -- 5. Trade Liberalization -- 6. Trade Gains and Domestic Goods -- 10. DEPARTURES FROM THE CEILING AND CORRECTIVE -- MEASURES -- 1. Markets for Goods and Factors -- 2. Targets and Instruments -- 2.1 Fiscal and Monetary Measures to Raise Output -- and Employment -- 2.2 Exchange Rate Adjustments -- 2.3 Expectations -- 2.4 A Walrasian View of Unemployment -- 11.EXPANSION OF THE CEILING -- 1. Productivity Growth and Forms of Progress -- 2. Output, Employment, Wages, and Prices -- 3. Policy Options under EMU Constraints -- 12.SOME CONCLUSIONS -- Author Index -- Topic Index.".
- 2002075301 title "Optimal growth with many sectors / Franz Gehrels.".
- 2002075301 type "text".