Please use this identifier to cite or link to this item: http://studentrepo.iium.edu.my/handle/123456789/6102
Title: Implied adjusted voladility functions : empirical evidence using Australian index options
Authors: Hanani Farhah binti Harun
Subject: Capital assets pricing model
Stocks -- Prices -- Australia
Year: 2016
Publisher: Kuantan :International Islamic University Malaysia, 2016
Abstract in English: Volatility implied by an option pricing model is seen as the market participants’ assessment of volatility. With the implied volatility as a significant aspect particularly in option valuation, this study examines the implied volatility smiles and term structures in the Australian Standard and Poor/Australian Stock Exchange (S&P/ASX) 200 index options over the course of 2001-2010, including the global financial crisis in the mid-2007 until the end of 2008. This study utilised the models of Leland (1985) and Leland (2007).The results show that the implied volatility rises significantly during the crisis period, which is more than the rate found before the crisis. Given the fact that the pricing biases of Leland option pricing models and the implied volatility structure of the option are related, secondly, this research adapts and modifies the models in Peña, Rubio and Serna (1999) and Engström (2002), in order to analyse whether the use of the implied adjusted volatility functions delivers an improvement in the option valuation accuracy of the index options. Both in- and out-of-sample resulted in approximately similar pricing error along the different Leland’s models. This study employs 2-step process. Results indicate that different implied adjusted volatility functions best explain the index options in different period of intervals (pre-, during and post-crisis). This shows that it is tremendously important to identify the intervals beforehand in investigating the implied adjusted volatility function.
Degree Level: Master
Call Number: t HG 4636 H233I 2016
Kullliyah: Kulliyyah of Science
Programme: Master of Science (Computational and Theoretical Sciences)
URI: http://studentrepo.iium.edu.my/jspui/handle/123456789/6102
URL: https://lib.iium.edu.my/mom/services/mom/document/getFile/oWQYq1r8hgfAje7EEyvf7xPJ4ffi9GHH20161005114245141
Appears in Collections:KOS Thesis

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