MPS Risk Aversion and MV Analysis in Continuous Time with Lévy Jumps
This paper studies sequential portfolio choices by MPS-risk-averse investors in a continuous time jump-di?usion framework. It is shown that the optimal trading strategies for MPS risk averse investors,if they exist,must be located on a so-called temporal e?cient frontier (t.e.f.). Analytic and qualitative characterizations of the t.e.f. are provided and are shown to form a hyperbola in the μ-σ plane. This paper also provides insights on (I) dynamic consistency underlying those temporal e?cient trading strategies; (ii) mutual fund separation in extending the classical notion of Tobin (1958) and Black (1972) to this continuous-time setting; (iii) risk decomposition in presence of Lévy jumps,and (iv) di?erences between MPS risk averse investors and the expected utility investors concerning their optimal trading bahaviour.
Chenghu Ma
WISE,Xiamen University,China
国际会议
成都
英文
2007-07-09(万方平台首次上网日期,不代表论文的发表时间)