No.1557

2006/12/08〜2006/12/10

丸山　徹

Toru Maruyama

目　次

1. Economic Growth and Unemployment : Theoretical Foundations of Okun's Law(Mathematical Economics)----------------------------------1

　　　　The University of Marketing and Distribution Science　　　Adachi, Hideyuki

　

2. A High-Dimensional Keynesian Macrodynamic Model with and without Time Delay of Policy Response(Mathematical Economics)-----------14

　　　　Faculty of Economics, Chuo University　　　Asada, Toichiro

　

3. Homogeneous Epidemic Systems in the Stable Population(Mathematical Economics)----------------------------------------------------28

　　　　Department of Mathematical Sciences, University of Tokyo　　　Inaba, Hisashi

　

4. Insecure Property Rights and Long-Run Growth under Increasing Returns(Mathematical Economics)------------------------------------45

　　　　Graduate School of Economics and Business Administration, Hokkaido University / Graduate School of Economics, Osaka University　　　Itaya, Jun-ichi / Mino, Kazuo

　

5. History versus Expectations in Economic Geography Reconsidered(Mathematical Economics)-------------------------------------------58

　　　　Graduate School of Economics, Hitotsubashi University　　　OYAMA, DAISUKE

　

6. Representation of Preference Orderings on $L^p$-spaces by Integral Functionals: Myopia, Continuity and TAS Utility(Mathematical Economics)---59

　　　　法政大学経済学部　　　佐柄 信純　(Sagara, Nobusumi)

　

7. A Note on Certainty Effect and Self-Control(Mathematical Economics)--------------------------------------------------------------71

　　　　Faculty of Economics, Ritsumeikan University　　　TAKEOKA, Norio

　

8. Axiomatic Re-examination of the Maximin Principle in Arrow-Dasgupta Economy(Mathematical Economics)------------------------------93

　　　　School of Political Science and Economics, Waseda University / Graduate School of Economics, Waseda University　　　Suga, Koichi / Udagawa, Daisuke

　

9. Super-replication cost for a single large investor(Mathematical Economics)------------------------------------------------------107

　　　　Fukushima Medical University　　　Adachi, Takashi

　

10. Nondegeneracy condition of order q in discrete time(Mathematical Economics)----------------------------------------------------118

　　　　Department of Economics, Keio University　　　Arai, Takuji

　

11. On a dynamic fund protection option for a Bayesian growth optimal portfolio(Mathematical Economics)----------------------------123

　　　　Institute of Economic Research, Kyoto University　　　Sekine, Jun

　

12. OPTIMAL STOPPING OF A RISK PROCESS WHEN CLAIMS ARE COVERED IMMEDIATELY(Mathematical Economics)---------------------------------132

　　　　INSTITUTE OF MATHEMATICS AND COMPUTER SCIENCE, WROCLAW UNIVERSITY OF TECHNOLOGY / INSTITUTE OF MATHEMATICS AND COMPUTER SCIENCE, WROCLAW UNIVERSITY OF TECHNOLOGY　　　MUCIEK, BOGDAN K. / SZAJOWSKI, KRZYSZTOF J.

　

13. On the Strategic Behavior of Information Service Company(Mathematical Economics)-----------------------------------------------140

　　　　School of Economics, Tokyo International University　　　Furukawa, Tetsuya

　

14. An Interpretation of the "Greatest Hits" -like Behavior(Mathematical Economics)------------------------------------------------152

　　　　Graduate School of Economics, Keio University　　　Hosoya, Yuhki

　

15. Price and Quantity Competition in an Oligopoly with Discrete Choices(Mathematical Economics)-----------------------------------162

　　　　Graduate school of Economics, Nagoya University / Graduate school of Economics, Nagoya University　　　Kawai, Shin / Minagawa, Tadashi

　

16. Reconsideration of the Definition of Commitment-Proof Agreements(Mathematical Economics)---------------------------------------173

　　　　Faculty of Economics, Osaka University of Economics　　　Masuzawa, Takuya

　

17. Bayesian Communication Leading to a Nash Equilibrium in Belief(Mathematical Economics)-----------------------------------------179

　　　　Department of Natural Sciences, Ibaraki National College of Technology / Department of Applied Mathematics and Control Processes, Saint-Petersburg State University　　　Matsuhisa, Takashi / Strokan, Pavel

　

18. Electricity markets analysis and design(Mathematical Economics)----------------------------------------------------------------187

　　　　Lomonosov Moscow State University, New Economic School / Dorodnicyn Computing Center of the RAS　　　Vasin, Alexander / Vasina, Polina

　

19. Vilfredo Pareto and the Integrability Problem of Demand Functions(Mathematical Economics)--------------------------------------211

　　　　Department of Economics, Keio University　　　Suda, Shinichi