Robust time-consistent mean-variance portfolio selection problem with multivariate stochastic volatility
| Year of publication: |
2020
|
|---|---|
| Authors: | Yan, Tingjin ; Han, Bingyan ; Pun, Chi Seng ; Wong, Hoi Ying |
| Published in: |
Mathematics and financial economics. - Berlin : Springer, ISSN 1862-9679, ZDB-ID 2389728-4. - Vol. 14.2020, 4, p. 699-724
|
| Subject: | Time-inconsistency | Dominated model uncertainty | Mean-variance portfolio selection | Stochastic covariance matrix | Principal component stochastic volatility model | Hamilton-Jacobi-Bellman-Isaacs equations | Portfolio-Management | Portfolio selection | Stochastischer Prozess | Stochastic process | Volatilität | Volatility | Korrelation | Correlation | CAPM | Schätztheorie | Estimation theory | Mathematische Optimierung | Mathematical programming |
-
Comparing high-dimensional conditional covariance matrices : implications for portfolio selection
Moura, Guilherme Valle, (2020)
-
Covariance estimation for risk-based portfolio optimization : an integrated approach
Butler, Andrew, (2021)
-
Dynamic optimal mean-variance portfolio selection with a 3/2 stochastic volatility
Zhang, Yumo, (2021)
- More ...
-
Robust state-dependent mean-variance portfolio selection : a closed-loop approach
Han, Bingyan, (2021)
-
Non-zero-sum Reinsurance Games Subject to Ambiguous Correlations
Pun, Chi Seng, (2020)
-
Robust Investment-Reinsurance Optimization with Multiscale Stochastic Volatility
Pun, Chi Seng, (2020)
- More ...