Pricing European options : a model-free approach

>Magister Scientiae - MSc === This paper focuses on the newly revived interest to model free approach in finance. Instead of postulating some probability measure it emerges in a form of an outer-measure. We review the behavior of a market stock price and the stochastic assumptions imposed to the...

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Main Author: Nkosi, Siboniso Confrence
Other Authors: Mhlanga, Farai J.
Language:en
Published: University of the Western Cape 2017
Subjects:
Online Access:http://hdl.handle.net/11394/5666
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spelling ndltd-netd.ac.za-oai-union.ndltd.org-uwc-oai-etd.uwc.ac.za-11394-56662017-11-10T04:08:39Z Pricing European options : a model-free approach Nkosi, Siboniso Confrence Mhlanga, Farai J. Model free Price path European options Continuous time >Magister Scientiae - MSc This paper focuses on the newly revived interest to model free approach in finance. Instead of postulating some probability measure it emerges in a form of an outer-measure. We review the behavior of a market stock price and the stochastic assumptions imposed to the stock price when deriving the Black-Scholes formula in the classical case. Without any stochastic assumptions we derive the Black-Scholes formula using a model free approach. We do this by means of protocols that describe the market/game. We prove a statement that prices a European option in continuous time. 2017-11-08T13:06:38Z 2017-11-08T13:06:38Z 2016 http://hdl.handle.net/11394/5666 en University of the Western Cape University of the Western Cape
collection NDLTD
language en
sources NDLTD
topic Model free
Price path
European options
Continuous time
spellingShingle Model free
Price path
European options
Continuous time
Nkosi, Siboniso Confrence
Pricing European options : a model-free approach
description >Magister Scientiae - MSc === This paper focuses on the newly revived interest to model free approach in finance. Instead of postulating some probability measure it emerges in a form of an outer-measure. We review the behavior of a market stock price and the stochastic assumptions imposed to the stock price when deriving the Black-Scholes formula in the classical case. Without any stochastic assumptions we derive the Black-Scholes formula using a model free approach. We do this by means of protocols that describe the market/game. We prove a statement that prices a European option in continuous time.
author2 Mhlanga, Farai J.
author_facet Mhlanga, Farai J.
Nkosi, Siboniso Confrence
author Nkosi, Siboniso Confrence
author_sort Nkosi, Siboniso Confrence
title Pricing European options : a model-free approach
title_short Pricing European options : a model-free approach
title_full Pricing European options : a model-free approach
title_fullStr Pricing European options : a model-free approach
title_full_unstemmed Pricing European options : a model-free approach
title_sort pricing european options : a model-free approach
publisher University of the Western Cape
publishDate 2017
url http://hdl.handle.net/11394/5666
work_keys_str_mv AT nkosisibonisoconfrence pricingeuropeanoptionsamodelfreeapproach
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