We evaluate how deviations from normality may affect the allocation of assets. A Taylor expansion of expected utility allows us to focus on certain moments and to compute numerically the optimal portfolio allocation. We obtain that for small values of the risk-aversion parameter, non-normality does not alter significantly the optimal allocation. In contrast, when the investor is strongly risk averse, and restricted to invest in risky assets only, we also obtain significant changes in portfolio weights
This paper examines the effects of higher-order risk attitudes and statistical moments on the optima...
When the distribution of the returns of a risky asset undergoes a stochastically dominating shift, a...
We present explicit formulas for evaluating the difference between Markowitz weights and those from ...
We evaluate how deviations from normality may affect the allocation of assets. A Taylor expansion of...
We evaluate how deviations from normality may affect the allocation of assets. A Taylor expansion of...
"We evaluate how departure from normality may affect the allocation of assets. A Taylor series expan...
We evaluate how departure from normality may affect the allocation of assets. A Taylor series expans...
We evaluate how departure from normality may affect the allocation of assets. A Taylor series expans...
We model the risky asset as driven by a pure jump process, with non-trivial and tractable higher mom...
We evaluate how departure from normality may affect the conditional allocation of wealth. The expect...
We model the risky asset as driven by a pure jump process, with non-trivial and tractable higher mom...
We model the risky asset as driven by a pure jump process, with non-trivial and tractable higher mom...
We evaluate how departure from normality may affect the conditional allocation of wealth. The expect...
We develop a model of optimal asset allocation based on a utility framework. This applies to a more ...
We develop a model of optimal asset allocation based on a utility framework. This applies to a more ...
This paper examines the effects of higher-order risk attitudes and statistical moments on the optima...
When the distribution of the returns of a risky asset undergoes a stochastically dominating shift, a...
We present explicit formulas for evaluating the difference between Markowitz weights and those from ...
We evaluate how deviations from normality may affect the allocation of assets. A Taylor expansion of...
We evaluate how deviations from normality may affect the allocation of assets. A Taylor expansion of...
"We evaluate how departure from normality may affect the allocation of assets. A Taylor series expan...
We evaluate how departure from normality may affect the allocation of assets. A Taylor series expans...
We evaluate how departure from normality may affect the allocation of assets. A Taylor series expans...
We model the risky asset as driven by a pure jump process, with non-trivial and tractable higher mom...
We evaluate how departure from normality may affect the conditional allocation of wealth. The expect...
We model the risky asset as driven by a pure jump process, with non-trivial and tractable higher mom...
We model the risky asset as driven by a pure jump process, with non-trivial and tractable higher mom...
We evaluate how departure from normality may affect the conditional allocation of wealth. The expect...
We develop a model of optimal asset allocation based on a utility framework. This applies to a more ...
We develop a model of optimal asset allocation based on a utility framework. This applies to a more ...
This paper examines the effects of higher-order risk attitudes and statistical moments on the optima...
When the distribution of the returns of a risky asset undergoes a stochastically dominating shift, a...
We present explicit formulas for evaluating the difference between Markowitz weights and those from ...