Mean-variance optimisation has been roundly criticised by financial economists and practitioners alike, leading many to advocate a simple 1/N weighting heuristic. We investigate the performance of the Markowitz technique conditional on investor forecasting ability. Using a novel analytical approach, we demonstrate that investors with a modicum of forecasting ability can employ mean-variance to significantly increase their ex ante utility, outperforming the 1/N rule
The modern portfolio theory pioneered by Markowitz (1952) is widely used in practice and extensively...
Quantitative risk management techniques should prove their efficacy when financially turbulent perio...
Estimating and assessing the variance-covariance matrix (risk) of a large portfolio is an important ...
Mean-variance optimisation has been roundly criticised by financial economists and practitioners ali...
We challenge academic consensus that estimation error makes mean-variance portfolio strategies infer...
This paper seeks to develop a better statistical understanding of the paradigm of Markowitz mean var...
Mean-variance (MV) optimization is one of the most impactful frameworks in the world of financial ma...
© 2018 Dr. Bowei LiThe mean-variance model pioneered by Nobel laureate Harry Markowitz is the founda...
We compare the equal-weight naïve 1/N portfolio with mean-variance strategies from the perspective o...
The traditional estimated return for the Markowitz mean-variance optimization has been demonstrated ...
Mean-variance portfolio analysis provided the first quantitative treatment of the trade-off between ...
Markowitz optimisation is well known to work poorly in practice, but it has not been clear why this ...
In this paper, we use mean-variance analysis to investigate the statistical and economic significanc...
Because the state of the equity market is latent, several methods have been proposed to identify pas...
Modern finance theory is based on the simple concept of risk and return trade-off. Risk is based upo...
The modern portfolio theory pioneered by Markowitz (1952) is widely used in practice and extensively...
Quantitative risk management techniques should prove their efficacy when financially turbulent perio...
Estimating and assessing the variance-covariance matrix (risk) of a large portfolio is an important ...
Mean-variance optimisation has been roundly criticised by financial economists and practitioners ali...
We challenge academic consensus that estimation error makes mean-variance portfolio strategies infer...
This paper seeks to develop a better statistical understanding of the paradigm of Markowitz mean var...
Mean-variance (MV) optimization is one of the most impactful frameworks in the world of financial ma...
© 2018 Dr. Bowei LiThe mean-variance model pioneered by Nobel laureate Harry Markowitz is the founda...
We compare the equal-weight naïve 1/N portfolio with mean-variance strategies from the perspective o...
The traditional estimated return for the Markowitz mean-variance optimization has been demonstrated ...
Mean-variance portfolio analysis provided the first quantitative treatment of the trade-off between ...
Markowitz optimisation is well known to work poorly in practice, but it has not been clear why this ...
In this paper, we use mean-variance analysis to investigate the statistical and economic significanc...
Because the state of the equity market is latent, several methods have been proposed to identify pas...
Modern finance theory is based on the simple concept of risk and return trade-off. Risk is based upo...
The modern portfolio theory pioneered by Markowitz (1952) is widely used in practice and extensively...
Quantitative risk management techniques should prove their efficacy when financially turbulent perio...
Estimating and assessing the variance-covariance matrix (risk) of a large portfolio is an important ...