Project Details
Projekt Print View

Bayesian Portfolio Regularization

Subject Area Statistics and Econometrics
Term from 2016 to 2019
Project identifier Deutsche Forschungsgemeinschaft (DFG) - Project number 321011636
 
Final Report Year 2020

Final Report Abstract

This project has demonstrated the improvements of computationally intensive Bayesian methods and machine learning when applied to high-dimensional portfolio choice problems. The classical portfolio weight shrinkage methods were reformulated into a regression framework, which allowed for application of Bayesian regularization methods. Moreover, in the project a generalization of asymptotic theory for the newly developed statistical learning technique, sparse approximate factor models, was developed and shown to outperform the existing approaches. Furthermore, the project contributed to the literature by providing and explanation for the puzzling empirical findings of the naive equally weighted portfolio. Portfolio evaluation procedures commonly used in the literature has been shown to have low power and thus the the null hypothesis of equal performance of the equally weighted portfolio compared to many theoretically superior strategies cannot be rejected in many out-of-sample horse races. Finally, the drawbacks of the considered methods were shown to be mitigated with the help of machine learning tools applied to the high-dimensional portfolio choice. This project has contributed to a better understanding of the statistical properties of highdimensional portfolio models and provided the literature with extensive empirical comparisons of the proposed methods to the commonly used approaches.

Publications

 
 

Additional Information

Textvergrößerung und Kontrastanpassung