Heavy-tailed distribution, GARCH models and the silver returns
The International Journal of Latest Trends in Finance and Economic Sciences
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Title |
Heavy-tailed distribution, GARCH models and the silver returns
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Creator |
Maree, Andrew
Card, Peter Kidman, Paul |
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Subject |
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Description |
After serving as a medium of exchange for the human society, silver is still widely used in our daily life. From the jewellery, electronic and electrical industries as well as medicine, optics, the power industry, automotive industry and many other industries, silver is still playing a very active role. In addition to the industrial usage, silver also serves as an investment tool for many financial institutions. Thus, it is crucial to develop effective quantitative risk management tool for those financial institutions. In this paper, we investigate the conditional heavy tails of daily silver spot returns under the GARCH framework. Our results indicate that that it is important to introduce heavy-tailed distributions to the GARCH framework and the normal reciprocal inverse Gaussian (NRIG) distribution, a newly-developed distribution, has the best empirical performance in capture the daily silver spot returns dynamics.
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Publisher |
International Journal of Latest Trends in Finance and Economic Sciences
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Contributor |
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Date |
2018-09-11
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Type |
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Format |
application/pdf
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Identifier |
http://ojs.excelingtech.co.uk/index.php/IJLTFES/article/view/MCK
10.2047/ijltfesvol7iss2-1351-1355 |
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Source |
International Journal of Latest Trends in Finance and Economic Sciences; Vol 7, No 2 (2017): December; 1351-1355
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Language |
en
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Rights |
The copyright of the contribution is transferred to IJLTFES in case of acceptance. The copyright transfer covers the exclusive right to reproduce and distribute the contribution, including reprints, translations, photographic reproductions, microform, electronic form, or any other reproductions of similar nature. The Author may publish his/her contribution on his/her personal Web page provided that he/she creates a link to the mentioned volume of IJLTFES. The Author may not publish his/her contribution anywhere else without the prior written permission of the publisher unless it has been changed substantially. The Author warrants that his/her contribution is original, except for such excerpts from copyrighted works as may be included with the permission of the copyright holder and author thereof, that it contains no libellous statements, and does not infringe on any copyright, trademark, patent, statutory right, or propriety right of others. The Author also agrees for and accepts responsibility for releasing this material on behalf of any and all co-authors.
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