Most existing results on the distribution of the maximum Sharpe ratio depend on the assumption of multivariate normal return distributions. We use recent results from the literature to provide an analytical representation of the distribution of the difference between two maximum Sharpe ratios for much less restrictive distributional assumptions, both with and without short sales. Knowing the distribution of the difference enables us to test ex ante whether or not the inclusion of additional variables leads to a significant improvement in the maximum Sharpe ratio. In addition, we characterize the optimal long-only solution and provide conditions for global optimality
AbstractFor the multivariate normal mean vector testing problem, it is shown that in the light of po...
International audiencePerformance analysis is a key process in finance to evaluate or compare invest...
The Sharpe ratio is the prominent risk-adjusted performance measure used by practitioners. Statistic...
Choosing a portfolio from among the enormous range of assets now available to an investor would be f...
A cross-validated weighted estimator is proposed for the population maximum Sharpe ratio with and wi...
We show that the maximum Sharpe ratio obtained via the Markowitz optimization procedure from a sampl...
We show that the maximum Sharpe ratio obtained via the Markowitz optimization pro-cedure from a samp...
A higher-order likelihood-based asymptotic method to obtain inference for the difference between two...
Applied researchers often test for the difference of the Sharpe ratios of two investment strategies....
The SharpeR package provides basic functionality for testing signif-icance of the Sharpe ratio of a ...
This paper reexamines the use of the Sharpe ratio to measure the performance of large and small comp...
Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any m...
As the assumption of normality in return distributions is relaxed, classic Sharpe ratio and its desc...
The modified Sharpe ratio is commonly used to evaluate the risk-adjusted performance of an investmen...
The building blocks of the Sharpe ratio—expected returns and volatilities— are unknown quantities th...
AbstractFor the multivariate normal mean vector testing problem, it is shown that in the light of po...
International audiencePerformance analysis is a key process in finance to evaluate or compare invest...
The Sharpe ratio is the prominent risk-adjusted performance measure used by practitioners. Statistic...
Choosing a portfolio from among the enormous range of assets now available to an investor would be f...
A cross-validated weighted estimator is proposed for the population maximum Sharpe ratio with and wi...
We show that the maximum Sharpe ratio obtained via the Markowitz optimization procedure from a sampl...
We show that the maximum Sharpe ratio obtained via the Markowitz optimization pro-cedure from a samp...
A higher-order likelihood-based asymptotic method to obtain inference for the difference between two...
Applied researchers often test for the difference of the Sharpe ratios of two investment strategies....
The SharpeR package provides basic functionality for testing signif-icance of the Sharpe ratio of a ...
This paper reexamines the use of the Sharpe ratio to measure the performance of large and small comp...
Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any m...
As the assumption of normality in return distributions is relaxed, classic Sharpe ratio and its desc...
The modified Sharpe ratio is commonly used to evaluate the risk-adjusted performance of an investmen...
The building blocks of the Sharpe ratio—expected returns and volatilities— are unknown quantities th...
AbstractFor the multivariate normal mean vector testing problem, it is shown that in the light of po...
International audiencePerformance analysis is a key process in finance to evaluate or compare invest...
The Sharpe ratio is the prominent risk-adjusted performance measure used by practitioners. Statistic...