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Physics Maths Engineering

Mean-ETL Optimization in HorseRace Competition

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Barret P. Shao

Barret P. Shao


  Peer Reviewed

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© attribution CC-BY

  • 0

rating
549 Views

Added on

2024-10-26

Doi: http://dx.doi.org/10.3389/fams.2018.00020

Related Subjects
Physics
Math
Chemistry
Computer science
Engineering
Earth science
Biology

Abstract

This article explores the application of a new portfolio optimization approach called Mean-ETL (Mean-Expected Tail Loss). This method combines traditional mean return and the risk measure of expected tail loss to create more balanced portfolios that account for both returns and risks, particularly in the context of financial markets. The study demonstrates the practical implementation of Mean-ETL by applying it to the Horse Race competition, where different portfolios are constructed using three fundamental variables (CTEF, MQ, and REG10) and three distinct stock universes (GL, XUS, and EM). The competition offers a unique opportunity to assess how the Mean-ETL method performs in real-world scenarios, comparing it with other portfolio construction strategies. The article presents the results of the nine portfolios constructed for the competition, showing their performance across various metrics. The analysis provides insights into how Mean-ETL can improve portfolio construction by balancing risk and return, and offers valuable lessons for both financial analysts and investors looking to optimize their portfolio strategies in complex market conditions. The study concludes with suggestions for further improvements and applications of the approach.

Key Questions about 'Mean-ETL Optimization in HorseRace Competition'

1. What is the Mean-ETL optimization approach?

The study introduces the Mean-ETL (Mean-Expected Tail Loss) optimization method, which combines the mean return and expected tail loss to construct portfolios that balance return and risk. Source

2. How were the portfolios constructed for the HorseRace competition?

Nine portfolios were created by applying the Mean-ETL optimization approach, utilizing three fundamental variables (CTEF, MQ, and REG10) and three stock universes (GL, XUS, and EM). Each fundamental variable was applied to one of the stock universes to assess performance. Source

3. What were the results of the portfolios in the competition?

The article presents the performance outcomes of the nine portfolios, evaluating their effectiveness in the HorseRace competition and providing insights into the practical application of the Mean-ETL optimization approach. Source

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ARTICLE USAGE


Article usage: Oct-2024 to May-2025
Show by month Manuscript Video Summary
2025 May 121 121
2025 April 87 87
2025 March 69 69
2025 February 49 49
2025 January 98 98
2024 December 55 55
2024 November 52 52
2024 October 18 18
Total 549 549
Show by month Manuscript Video Summary
2025 May 121 121
2025 April 87 87
2025 March 69 69
2025 February 49 49
2025 January 98 98
2024 December 55 55
2024 November 52 52
2024 October 18 18
Total 549 549
Related Subjects
Physics
Math
Chemistry
Computer science
Engineering
Earth science
Biology
copyright icon

© attribution CC-BY

  • 0

rating
549 Views

Added on

2024-10-26

Doi: http://dx.doi.org/10.3389/fams.2018.00020

Related Subjects
Physics
Math
Chemistry
Computer science
Engineering
Earth science
Biology

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