Information theoretic measure of complexity and stock market analysis : using the JSE as a case study

Includes bibliographical references (leaves 37-39). === Bozdogan [8] [6] [7] developed a new model selection criteria called information measure of complexity (ICOMP) for model selection. In contrast to Akaike's [1] information criterion (AIC) and other AIC type criteria that are traditionally...

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Main Author: Oyenubi, Adeola
Other Authors: Troskie, Casper G
Format: Dissertation
Language:English
Published: University of Cape Town 2015
Subjects:
Online Access:http://hdl.handle.net/11427/10967
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spelling ndltd-netd.ac.za-oai-union.ndltd.org-uct-oai-localhost-11427-109672020-10-06T05:11:45Z Information theoretic measure of complexity and stock market analysis : using the JSE as a case study Oyenubi, Adeola Troskie, Casper G Clark, Alan Mathematic of Finance Includes bibliographical references (leaves 37-39). Bozdogan [8] [6] [7] developed a new model selection criteria called information measure of complexity (ICOMP) for model selection. In contrast to Akaike's [1] information criterion (AIC) and other AIC type criteria that are traditionally used for regression analysis, ICOMP takes into account the interdependencies of the parameter estimates. This paper is divided into two parts. In the first part we compare and contrast ICOMP with AIC and other AIC type selection criterion for model selection in regression analysis involving stock market securities. While in the second part we apply the definition of information theoretic measure of complexity to portfolio analysis. We compare the complexity of a portfolio of securities with its' measure of diversification (PDI) and examine the similarities and differences between the two quantities as it affects portfolio management. 2015-01-02T09:06:12Z 2015-01-02T09:06:12Z 2010 Master Thesis Masters MPhil http://hdl.handle.net/11427/10967 eng application/pdf University of Cape Town Faculty of Commerce Division of Actuarial Science
collection NDLTD
language English
format Dissertation
sources NDLTD
topic Mathematic of Finance
spellingShingle Mathematic of Finance
Oyenubi, Adeola
Information theoretic measure of complexity and stock market analysis : using the JSE as a case study
description Includes bibliographical references (leaves 37-39). === Bozdogan [8] [6] [7] developed a new model selection criteria called information measure of complexity (ICOMP) for model selection. In contrast to Akaike's [1] information criterion (AIC) and other AIC type criteria that are traditionally used for regression analysis, ICOMP takes into account the interdependencies of the parameter estimates. This paper is divided into two parts. In the first part we compare and contrast ICOMP with AIC and other AIC type selection criterion for model selection in regression analysis involving stock market securities. While in the second part we apply the definition of information theoretic measure of complexity to portfolio analysis. We compare the complexity of a portfolio of securities with its' measure of diversification (PDI) and examine the similarities and differences between the two quantities as it affects portfolio management.
author2 Troskie, Casper G
author_facet Troskie, Casper G
Oyenubi, Adeola
author Oyenubi, Adeola
author_sort Oyenubi, Adeola
title Information theoretic measure of complexity and stock market analysis : using the JSE as a case study
title_short Information theoretic measure of complexity and stock market analysis : using the JSE as a case study
title_full Information theoretic measure of complexity and stock market analysis : using the JSE as a case study
title_fullStr Information theoretic measure of complexity and stock market analysis : using the JSE as a case study
title_full_unstemmed Information theoretic measure of complexity and stock market analysis : using the JSE as a case study
title_sort information theoretic measure of complexity and stock market analysis : using the jse as a case study
publisher University of Cape Town
publishDate 2015
url http://hdl.handle.net/11427/10967
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