In this paper, we calculate four different kinds of means- AM, GM, HM, and GDM- to investigate the risk-return contour using Markowitz risk minimization and Sharpe’s angle maximization models. For a given k value (target portfolio return), the rank order of risk or variance-covariance (υ) can change. In the vertical segment of an efficient frontier curve, we observed v(GDM)> v(HM)> v(GM)> v(AM). At higher k values, the rank changes to v(GDM)> v(HM)> v(AM)> v(GM). That is to say, ranking a portfolio using different kinds of means may well give different rankings depending on what k value one is evaluating. It is also shown the harmonic mean should not be used in the case of a small negative growth rate in stock prices
In the case of minimizing risk with a given level of expected return, we discuss the portfolio selec...
This survey compares different portfolio selection frameworks, namely the common mean-variance analy...
We empirically analyze the implementation of coherent risk measures in portfolio selection.First, we...
[[abstract]]Investors are seeking the portfolio which has higher return and lower risk in the portfo...
This study analyses, from an investor's perspective, the performance of several risk forecasting mod...
Portfolio selection has been a well-researched topic since the mid 1950Õs. Researchers such as Harry...
One of the main issues in portfolio selection models consists in assessing the effect of the estimat...
The tradeoff between risk and return is a topic that most investors consider carefully before an inv...
Risk is one of the important parameters in portfolio optimization problem. Since the introduction of...
In this note we provide new results of interest in the portfolio choice problem when the risky oppor...
This work gives a brief overview of the portfolio selection problem following the mean-risk approach...
We compare Markowitz ’ mean-variance portfolio selection with modern axiomatic approaches using spec...
The mean-variance (MV) framework has been a fundamental tenet of investment management, yet it has b...
We study the empirical performance of alternative risk and reward specifications in portfolio select...
Includes abstract.Includes bibliographical references (leaves 134-138).The portfolio selection metho...
In the case of minimizing risk with a given level of expected return, we discuss the portfolio selec...
This survey compares different portfolio selection frameworks, namely the common mean-variance analy...
We empirically analyze the implementation of coherent risk measures in portfolio selection.First, we...
[[abstract]]Investors are seeking the portfolio which has higher return and lower risk in the portfo...
This study analyses, from an investor's perspective, the performance of several risk forecasting mod...
Portfolio selection has been a well-researched topic since the mid 1950Õs. Researchers such as Harry...
One of the main issues in portfolio selection models consists in assessing the effect of the estimat...
The tradeoff between risk and return is a topic that most investors consider carefully before an inv...
Risk is one of the important parameters in portfolio optimization problem. Since the introduction of...
In this note we provide new results of interest in the portfolio choice problem when the risky oppor...
This work gives a brief overview of the portfolio selection problem following the mean-risk approach...
We compare Markowitz ’ mean-variance portfolio selection with modern axiomatic approaches using spec...
The mean-variance (MV) framework has been a fundamental tenet of investment management, yet it has b...
We study the empirical performance of alternative risk and reward specifications in portfolio select...
Includes abstract.Includes bibliographical references (leaves 134-138).The portfolio selection metho...
In the case of minimizing risk with a given level of expected return, we discuss the portfolio selec...
This survey compares different portfolio selection frameworks, namely the common mean-variance analy...
We empirically analyze the implementation of coherent risk measures in portfolio selection.First, we...