Portfolio Constraints: An Empirical Analysis

Mean-variance optimization often leads to unreasonable asset allocations. This problem has forced scholars and practitioners alike to introduce portfolio constraints. The scope of our study is to verify which type of constraint is more suitable for achieving efficient performance. We have applied th...

Full description

Bibliographic Details
Published in:International Journal of Financial Studies
Main Authors: Guido Abate, Tommaso Bonafini, Pierpaolo Ferrari
Format: Article
Language:English
Published: MDPI AG 2022-01-01
Subjects:
Online Access:https://www.mdpi.com/2227-7072/10/1/9
_version_ 1850118844134195200
author Guido Abate
Tommaso Bonafini
Pierpaolo Ferrari
author_facet Guido Abate
Tommaso Bonafini
Pierpaolo Ferrari
author_sort Guido Abate
collection DOAJ
container_title International Journal of Financial Studies
description Mean-variance optimization often leads to unreasonable asset allocations. This problem has forced scholars and practitioners alike to introduce portfolio constraints. The scope of our study is to verify which type of constraint is more suitable for achieving efficient performance. We have applied the main techniques developed by the financial community, including classical weight, flexible, norm-based, variance-based, tracking error volatility, and beta constraints. We employed panel data on the monthly returns of the sector indices forming the MSCI All Country World Index from January 1995 to December 2020. The assessment of each strategy was based on out-of-sample performance, measured using a rolling window method with annual rebalancing. We observed that the best strategies are those subject to constraints derived from the equal-weighted model. If the goal is the best compromise between absolute return, efficiency, total risk, economic sustainability, diversification, and ease of implementation, the best solution is a portfolio subject to no short selling and bound either to the equal weighting or to TEV limits. Overall, we found that constrained optimization models represent an efficient alternative to classic investment strategies that provide substantial advantages to investors.
format Article
id doaj-art-68b2ffaf84aa489697ef8f58c19075ff
institution Directory of Open Access Journals
issn 2227-7072
language English
publishDate 2022-01-01
publisher MDPI AG
record_format Article
spelling doaj-art-68b2ffaf84aa489697ef8f58c19075ff2025-08-19T23:56:56ZengMDPI AGInternational Journal of Financial Studies2227-70722022-01-01101910.3390/ijfs10010009Portfolio Constraints: An Empirical AnalysisGuido Abate0Tommaso Bonafini1Pierpaolo Ferrari2Department of Economics and Management, University of Brescia, C.da S. Chiara, 50, 25122 Brescia, ItalyDepartment of Economics and Management, University of Brescia, C.da S. Chiara, 50, 25122 Brescia, ItalyDepartment of Economics and Management, University of Brescia, C.da S. Chiara, 50, 25122 Brescia, ItalyMean-variance optimization often leads to unreasonable asset allocations. This problem has forced scholars and practitioners alike to introduce portfolio constraints. The scope of our study is to verify which type of constraint is more suitable for achieving efficient performance. We have applied the main techniques developed by the financial community, including classical weight, flexible, norm-based, variance-based, tracking error volatility, and beta constraints. We employed panel data on the monthly returns of the sector indices forming the MSCI All Country World Index from January 1995 to December 2020. The assessment of each strategy was based on out-of-sample performance, measured using a rolling window method with annual rebalancing. We observed that the best strategies are those subject to constraints derived from the equal-weighted model. If the goal is the best compromise between absolute return, efficiency, total risk, economic sustainability, diversification, and ease of implementation, the best solution is a portfolio subject to no short selling and bound either to the equal weighting or to TEV limits. Overall, we found that constrained optimization models represent an efficient alternative to classic investment strategies that provide substantial advantages to investors.https://www.mdpi.com/2227-7072/10/1/9mean variance optimizationportfolio constraintsweight constraintsvolatility constraintstracking error constraintbeta constraint
spellingShingle Guido Abate
Tommaso Bonafini
Pierpaolo Ferrari
Portfolio Constraints: An Empirical Analysis
mean variance optimization
portfolio constraints
weight constraints
volatility constraints
tracking error constraint
beta constraint
title Portfolio Constraints: An Empirical Analysis
title_full Portfolio Constraints: An Empirical Analysis
title_fullStr Portfolio Constraints: An Empirical Analysis
title_full_unstemmed Portfolio Constraints: An Empirical Analysis
title_short Portfolio Constraints: An Empirical Analysis
title_sort portfolio constraints an empirical analysis
topic mean variance optimization
portfolio constraints
weight constraints
volatility constraints
tracking error constraint
beta constraint
url https://www.mdpi.com/2227-7072/10/1/9
work_keys_str_mv AT guidoabate portfolioconstraintsanempiricalanalysis
AT tommasobonafini portfolioconstraintsanempiricalanalysis
AT pierpaoloferrari portfolioconstraintsanempiricalanalysis