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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".