The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios

The author studies portfolio performance. Companies are chosen to portfolios due to their position in the ranking that is constructed on the base of the chosen financial ratios. There are three rankings constructed on different number of financial ratios. Each ranking is constructed on the base of s...

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Main Author: Węgrzyn Tomasz
Format: Article
Language:English
Published: Sciendo 2014-12-01
Series:Folia Oeconomica Stetinensia
Subjects:
Online Access:https://doi.org/10.1515/foli-2015-0002
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author Węgrzyn Tomasz
author_facet Węgrzyn Tomasz
author_sort Węgrzyn Tomasz
collection DOAJ
description The author studies portfolio performance. Companies are chosen to portfolios due to their position in the ranking that is constructed on the base of the chosen financial ratios. There are three rankings constructed on different number of financial ratios. Each ranking is constructed on the base of synthetic measure of development. The TMAI ranking is constructed on the base of 48 financial ratios, the TMAI_gr1 ranking is constructed on the base of 14 financial ratios that can be correlated and the TMAI_gr2 ranking is constructed on the base of 8 uncorrelated financial ratios. The author uses data of companies listed on the Warsaw Stock Exchange between 2005 and 2011. The rankings and portfolios are built separately for each year. As a result, it can be stated that the Portfolio 3 in the TMAI_gr1 ranking is the best portfolio for investors who are maximizing the Sharpe ratio.
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spelling doaj.art-c500525f56d6496982a1eee5089c9f1f2022-12-21T21:59:08ZengSciendoFolia Oeconomica Stetinensia1898-01982014-12-0114212513910.1515/foli-2015-0002The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial RatiosWęgrzyn Tomasz0University of Economics in Katowice, Department of Applied Mathematics, 1 Maja 50, 40-287 KatowiceThe author studies portfolio performance. Companies are chosen to portfolios due to their position in the ranking that is constructed on the base of the chosen financial ratios. There are three rankings constructed on different number of financial ratios. Each ranking is constructed on the base of synthetic measure of development. The TMAI ranking is constructed on the base of 48 financial ratios, the TMAI_gr1 ranking is constructed on the base of 14 financial ratios that can be correlated and the TMAI_gr2 ranking is constructed on the base of 8 uncorrelated financial ratios. The author uses data of companies listed on the Warsaw Stock Exchange between 2005 and 2011. The rankings and portfolios are built separately for each year. As a result, it can be stated that the Portfolio 3 in the TMAI_gr1 ranking is the best portfolio for investors who are maximizing the Sharpe ratio.https://doi.org/10.1515/foli-2015-0002financial ratiosstock selectionsynthetic measure of developmentthe sharpe ratiothe omega ratioc38g11g32
spellingShingle Węgrzyn Tomasz
The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios
Folia Oeconomica Stetinensia
financial ratios
stock selection
synthetic measure of development
the sharpe ratio
the omega ratio
c38
g11
g32
title The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios
title_full The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios
title_fullStr The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios
title_full_unstemmed The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios
title_short The TMAI Model – Performance Of Portfolios Constructed On The Base Of Correlated And Uncorrelated Financial Ratios
title_sort tmai model performance of portfolios constructed on the base of correlated and uncorrelated financial ratios
topic financial ratios
stock selection
synthetic measure of development
the sharpe ratio
the omega ratio
c38
g11
g32
url https://doi.org/10.1515/foli-2015-0002
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