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Estimation of market volatility-A case of logistic brownian motion

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Publication Date
6/29/2013
Author
Oduor, D. B.
Ongati, N. Omolo
Okelo, N. B.
Onyango, Silas N.
Type
Article
Metadata
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Abstract/Overview

In this paper, we have used the Dupire's equation to derive the volatility model when the asset price follows logistic Brownian motion. We have used the analysis of Brownian motion, logistic Brownian motion, derivation of Black-Scholes Merton differential equation using It^o process and It^o's lemma and stochastic processes. We have also reviewed derivation of Dupire Volatility equation and used it's concept to derive a volatility model when the asset price follows logistic Brownian motion.

Subject/Keywords
Volatility; Modeling; Brownian motion; differential equation; Dupire's equation
Publisher
International Journals of Marketing and Technology
ISSN
2248-1058 (online)
Permalink
http://ir.jooust.ac.ke:8080/xmlui/handle/123456789/8828
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