Incorporating Trading Strategies in the Black‐Litterman Framework
Petter N. Kolm, Sergio M. Focardi, Frank J. Fabozzi
Abstract
Petter N. Kolm, Sergio M. Focardi, Frank J. Fabozzi
Abstract
It is well known that applying classical portfolio optimization in practice may lead to problems; in fact, the “optimal” portfolio may not be optimal at all. The problems encountered in real-world portfolio optimization include issues such as unstable portfolio weights, corner solutions, and poor performance. Some portfolio managers are using Bayesian estimation techniques and robust portfolio optimization to mitigate some of these problems. The Black-Litterman framework has become more popular among practitioners as it provides a flexible yet robust quantitative portfolio management tool, into which different trading strategies are easily incorporated.
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It is well known that applying classical portfolio optimization in practice may lead to problems; in fact, the “optimal” portfolio may not be optimal at all. The problems encountered in real-world portfolio optimization include issues such as unstable portfolio weights, corner solutions, and poor performance. Some portfolio managers are using Bayesian estimation techniques and robust portfolio optimization to mitigate some of these problems. The Black-Litterman framework has become more popular among practitioners as it provides a flexible yet robust quantitative portfolio management tool, into which different trading strategies are easily incorporated.
Key concepts: Black–Litterman model, Economics, Computer science, Financial economics, Portfolio, Portfolio optimization, Replicating portfolio