Boundaries of Correlation Adjustment with Applications to Financial Risk Management
In recent years, stress testing has become a regulatory requirement for risk assessment in financial institutions. To perform stress testing in multi-asset case, adjusting the correlation matrix to an extreme level is an important process. With a larger matrix, it is more difficult to choose the rig...
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th-mahidol.317002018-10-19T12:09:19Z Boundaries of Correlation Adjustment with Applications to Financial Risk Management Kawee Numpacharoen Kornkanok Bunwong Financial Product Development Mahidol University South Carolina Commission on Higher Education Economics, Econometrics and Finance Mathematics In recent years, stress testing has become a regulatory requirement for risk assessment in financial institutions. To perform stress testing in multi-asset case, adjusting the correlation matrix to an extreme level is an important process. With a larger matrix, it is more difficult to choose the right correlation coefficients such that the newly adjusted correlation matrix is still valid. In this article, we present a systematic way to obtain the boundaries of a correlation matrix for both single stress and multiple stress cases, which can help determine how much the correlation should be adjusted in the first place. © 2013 Copyright Taylor and Francis Group, LLC. 2018-10-19T04:53:51Z 2018-10-19T04:53:51Z 2013-09-01 Article Applied Mathematical Finance. Vol.20, No.4 (2013), 403-414 10.1080/1350486X.2012.723517 14664313 1350486X 2-s2.0-84880017639 https://repository.li.mahidol.ac.th/handle/123456789/31700 Mahidol University SCOPUS https://www.scopus.com/inward/record.uri?partnerID=HzOxMe3b&scp=84880017639&origin=inward |
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Economics, Econometrics and Finance Mathematics Kawee Numpacharoen Kornkanok Bunwong Boundaries of Correlation Adjustment with Applications to Financial Risk Management |
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In recent years, stress testing has become a regulatory requirement for risk assessment in financial institutions. To perform stress testing in multi-asset case, adjusting the correlation matrix to an extreme level is an important process. With a larger matrix, it is more difficult to choose the right correlation coefficients such that the newly adjusted correlation matrix is still valid. In this article, we present a systematic way to obtain the boundaries of a correlation matrix for both single stress and multiple stress cases, which can help determine how much the correlation should be adjusted in the first place. © 2013 Copyright Taylor and Francis Group, LLC. |
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Financial Product Development |
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Financial Product Development Kawee Numpacharoen Kornkanok Bunwong |
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Article |
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Kawee Numpacharoen Kornkanok Bunwong |
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Kawee Numpacharoen |
title |
Boundaries of Correlation Adjustment with Applications to Financial Risk Management |
title_short |
Boundaries of Correlation Adjustment with Applications to Financial Risk Management |
title_full |
Boundaries of Correlation Adjustment with Applications to Financial Risk Management |
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Boundaries of Correlation Adjustment with Applications to Financial Risk Management |
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Boundaries of Correlation Adjustment with Applications to Financial Risk Management |
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boundaries of correlation adjustment with applications to financial risk management |
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2018 |
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https://repository.li.mahidol.ac.th/handle/123456789/31700 |
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1763495542554361856 |