Content analysis of stochastic volatility model in discrete and continuous time setting

This study investigated the popularity of stochastic volatility in recent literature. Stochastic volatility models are common in the financial markets and decision making process. Efficient managing scenarios to these problems will reduce risks in future valuations in many financial assets.A volatil...

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Main Authors: al-Hagyan, Mohammed, Misiran, Masnita, Omar, Zurni
Format: Article
Language:English
Published: MAXWELL Science Publication 2015
Subjects:
Online Access:https://repo.uum.edu.my/id/eprint/18124/1/RJASET%2010%2010%20%202015%201185-1191.pdf
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author al-Hagyan, Mohammed
Misiran, Masnita
Omar, Zurni
author_facet al-Hagyan, Mohammed
Misiran, Masnita
Omar, Zurni
author_sort al-Hagyan, Mohammed
collection UUM
description This study investigated the popularity of stochastic volatility in recent literature. Stochastic volatility models are common in the financial markets and decision making process. Efficient managing scenarios to these problems will reduce risks in future valuations in many financial assets.A volatility model that is stochastic can better capture the time-varying elements mostly absent in its counterpart, a standard volatility model. In this study, a content analysis is conducted to extract information on mostly used enhancement-stochastic models available in literature.The finding indicates that stochastic volatility with long memory pioneers in SciVerse search engine, whereas stochastic volatility with jump is the highest numbers in publication, in particular the Google Scholar.
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spelling uum-181242016-06-15T08:47:35Z https://repo.uum.edu.my/id/eprint/18124/ Content analysis of stochastic volatility model in discrete and continuous time setting al-Hagyan, Mohammed Misiran, Masnita Omar, Zurni QA Mathematics This study investigated the popularity of stochastic volatility in recent literature. Stochastic volatility models are common in the financial markets and decision making process. Efficient managing scenarios to these problems will reduce risks in future valuations in many financial assets.A volatility model that is stochastic can better capture the time-varying elements mostly absent in its counterpart, a standard volatility model. In this study, a content analysis is conducted to extract information on mostly used enhancement-stochastic models available in literature.The finding indicates that stochastic volatility with long memory pioneers in SciVerse search engine, whereas stochastic volatility with jump is the highest numbers in publication, in particular the Google Scholar. MAXWELL Science Publication 2015 Article PeerReviewed application/pdf en https://repo.uum.edu.my/id/eprint/18124/1/RJASET%2010%2010%20%202015%201185-1191.pdf al-Hagyan, Mohammed and Misiran, Masnita and Omar, Zurni (2015) Content analysis of stochastic volatility model in discrete and continuous time setting. Research Journal of Applied Sciences, Engineering and Technology, 10 (10). pp. 1185-1191. ISSN 2040-7459 http://doi.org/10.19026/rjaset.10.1886 doi:10.19026/rjaset.10.1886 doi:10.19026/rjaset.10.1886
spellingShingle QA Mathematics
al-Hagyan, Mohammed
Misiran, Masnita
Omar, Zurni
Content analysis of stochastic volatility model in discrete and continuous time setting
title Content analysis of stochastic volatility model in discrete and continuous time setting
title_full Content analysis of stochastic volatility model in discrete and continuous time setting
title_fullStr Content analysis of stochastic volatility model in discrete and continuous time setting
title_full_unstemmed Content analysis of stochastic volatility model in discrete and continuous time setting
title_short Content analysis of stochastic volatility model in discrete and continuous time setting
title_sort content analysis of stochastic volatility model in discrete and continuous time setting
topic QA Mathematics
url https://repo.uum.edu.my/id/eprint/18124/1/RJASET%2010%2010%20%202015%201185-1191.pdf
work_keys_str_mv AT alhagyanmohammed contentanalysisofstochasticvolatilitymodelindiscreteandcontinuoustimesetting
AT misiranmasnita contentanalysisofstochasticvolatilitymodelindiscreteandcontinuoustimesetting
AT omarzurni contentanalysisofstochasticvolatilitymodelindiscreteandcontinuoustimesetting