Risk estimation is crucial in investment decisions. Several risk measures have been suggested to take into consideration that risk changes through time. The choice of different risk measures can considerably change asset allocation decisions in the way in which assets are ranked on the basis of their risk-return profile. This paper is concerned with how to construct optimal portfolios that adapt quickly to changes in risk using a time varying asset allocation model based on a modified Sharpe Ratio measure
A most common question in finance, particularly in investment perspective, is how an inve...
This paper develops a continuous time modeling approach for making optimal asset allocation decision...
This paper investigates the impact of a financial turmoil on the performances of traditional, and na...
As the assumption of normality in return distributions is relaxed, classic Sharpe ratio and its desc...
In this paper, we develop a portfolio selection model which allocates financial assets by maximising...
Purpose – The paper is aimed at modelling time varying betas via a state space representation in ord...
The tradeoff between risk and return is a topic that most investors consider carefully before an inv...
We propose a robust portfolio optimization approach based on Value-at-Risk (VaR) adjusted Sharpe rat...
The inter-temporal optimal decision is related to investors risk preference. In this study, we analy...
This paper proposes new performance measures to be regarded as alternatives for the most popular mea...
Choosing a portfolio from among the enormous range of assets now available to an investor would be f...
The performance of an optimal-weighted portfolio strategy is evaluated when transaction costs are pe...
We develop a model of optimal asset allocation based on a utility framework. This applies to a more ...
Abstract. In the paper we consider a modification of Sharpe’s method used in classical portfolio ana...
We consider the problem of maximizing the out-of-sample Sharpe ratio when portfolio weights have to ...
A most common question in finance, particularly in investment perspective, is how an inve...
This paper develops a continuous time modeling approach for making optimal asset allocation decision...
This paper investigates the impact of a financial turmoil on the performances of traditional, and na...
As the assumption of normality in return distributions is relaxed, classic Sharpe ratio and its desc...
In this paper, we develop a portfolio selection model which allocates financial assets by maximising...
Purpose – The paper is aimed at modelling time varying betas via a state space representation in ord...
The tradeoff between risk and return is a topic that most investors consider carefully before an inv...
We propose a robust portfolio optimization approach based on Value-at-Risk (VaR) adjusted Sharpe rat...
The inter-temporal optimal decision is related to investors risk preference. In this study, we analy...
This paper proposes new performance measures to be regarded as alternatives for the most popular mea...
Choosing a portfolio from among the enormous range of assets now available to an investor would be f...
The performance of an optimal-weighted portfolio strategy is evaluated when transaction costs are pe...
We develop a model of optimal asset allocation based on a utility framework. This applies to a more ...
Abstract. In the paper we consider a modification of Sharpe’s method used in classical portfolio ana...
We consider the problem of maximizing the out-of-sample Sharpe ratio when portfolio weights have to ...
A most common question in finance, particularly in investment perspective, is how an inve...
This paper develops a continuous time modeling approach for making optimal asset allocation decision...
This paper investigates the impact of a financial turmoil on the performances of traditional, and na...