Investment time horizon and asset allocation models

Springer Science and Business Media LLC - Tập 15 - Trang 76-93 - 2001
Gregory Lenoir1, Nils S. Tuchschmid2
1Crédit Agricole Indosuez, Geneva, Switzerland
2BCV, CP 300, Lausanne, Switzerland

Tài liệu tham khảo

BAGCHI, A. (1993): Optimal Control of Stochastic Systems, Prentice Hall. BREITLER, M., S. HEGI, J.-D. REYMOND and N. S. TUCHSCHMID (1998): “Application of High Performance Computing to a Portfolio Choice Problem”, Future Generation Computer Systems, 13, pp. 269–278. BREITLER, M., S. HEGI, J.-D. REYMOND and N. S. TUCHSCHMID (1999): “Static and Inter-Temporal Allocation Models with Investment Constraints: “Theoretical Analysis and Numerical Results”, Working Paper, April 1999. BRENNAN, M. J., E. S. SCHWARTZ and R. LAGNADO (1997): “Strategic Asset Allocation”, Journal of Economic Dynamic & Control, 21, pp. 1377–1403. BROZE, L., O. SCAILLET and J.-M. ZAKOÏAN (1998): “Quasi Indirect Inference for Diffusion Process”, Econometric Theory, 14, Cambridge University Press, pp. 161–186. FAMA, E. F. (1981): “Stock Returns, Real Activity, Inflation and Money”, American Economic Review, 71. KEIM, D. B. and R. F. STAMBAUGH (1986): “Predicting Returns in Stock and Bond Markets”, Journal of Financial Economics, 17, pp. 357–390. KORN, R. (1997): Optimal Portfolios: Stochastic Models for Optimal Investment and Risk Management in Continuous Time, World Scientific. MARKOWITZ, H. (1952): “Portfolio Selection”, Journal of Finance, 7, pp. 77–91. MERTON, R. C. (1970): “Optimum Consumption and Portfolio Rules in a Continuous-Time Model”, Journal of Economic Theory, 3, pp. 373–413. MERTON, R. C.(1990): Continuous Time Finance, Blackwell Publishers Ltd. PITERBARG, L. (1998): “Drift Estimation for Brownian Flows”, Stochastic Processes and their Applications, 73, pp. 131–149.