Voici les éléments 1 - 10 sur 17
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Questioning the news about economic growth: Sparse forecasting using thousands of news-based sentiment values

2019, Ardia, David, Bluteau, Keven, Boudt, Kris

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Generalized autoregressive score models in R: The GAS package

2019-1-1, Ardia, David, Boudt, Kris, Catania, Leopoldo

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Beyond risk-based portfolios: Balancing performance and risk contributions in asset allocation

2018, Ardia, David, Boudt, Kris, Nguyen, Giang

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Accès libre

RiskPortfolios: Computation of risk-based portfolios in R

2017-2, Ardia, David, Boudt, Kris, Gagnon-Fleury, Philippe

RiskPortfolios is an R package for constructing risk-based portfolios. It provides a set of functionalities to build mean-variance, minimum variance, inverse-volatility weighted (Leote De Carvalho, Lu, and Moulin (2012)), equal-risk-contribution (Maillard, Roncalli, and Teïletche (2010)), maximum diversification (Choueifaty and Coignard (2008)), and risk-efficient (Amenc et al. (2011)) portfolios. Optimization is achieved with the R packages quadprog (Weingessel (2013)) and nloptr (Ypma (2014)). Long or gross constraints can be added to the optimizer. As risk-based portfolios are mainly based on covariances, the package also provides a large set of covariance matrix estimators.

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Properties of the Margrabe Best-of-Two strategy to tactical asset allocation

2019, Ardia, David, Boudt, Kris, Hartmann, Stefan, Nguyen, Giang

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Downside risk evaluation with the R package GAS

2018, Ardia, David, Boudt, Kris, Catania, Leopoldo

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The peer performance ratios of hedge funds

2018, Ardia, David, Boudt, Kris

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Markov-switching GARCH models in R: The MSGARCH package

2019, Ardia, David, Bluteau, Keven, Boudt, Kris, Catania, Leopoldo, Trottier, Denis-Alexandre

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Forecasting risk with Markov-switching GARCH models: A large-scale performance study

2018, Ardia, David, Bluteau, Keven, Boudt, Kris, Catania, Leopoldo

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The impact of covariance misspecification in risk-based portfolios

2017-3, Ardia, David, Boudt, Kris, Bolliger, Guido, Gagnon-Fleury, Philippe

The equal-risk-contribution, inverse-volatility weighted, maximum-diversification and minimum-variance portfolio weights are all direct functions of the estimated covariance matrix. We perform a Monte Carlo study to assess the impact of covariance matrix misspecification to these risk-based portfolios at the daily, weekly and monthly forecasting horizon. Our results show that the equal-risk-contribution and inverse-volatility weighted portfolio weights are relatively robust to covariance misspecification. In contrast, the minimum-variance portfolio weights are highly sensitive to errors in both the estimated variances and correlations, while errors in the estimated correlations can have a large effect on the weights of the maximum-diversification portfolio.