Conic finance is a brand new quantitative finance theory. The thesis is on the applications of conic finance on South African Financial Markets. Conic finance gives a new perspective on the way people should perceive financial markets. Particularly in incomplete markets, where there are non-unique prices and the residual risk is rampant, conic finance plays a crucial role in providing prices that are acceptable at a stress level. The theory assumes that price depends on the direction of trade and there are two prices, one for buying from the market called the ask price and one for selling to the market called the bid price. The bid-ask spread reects the substantial cost of the unhedgeable risk that is present in the market. The hypothesis being considered in this thesis is whether conic finance can reduce the residual risk? Conic finance models bid-ask prices of cashows by applying the theory of acceptability indices to cashows. The theory of acceptability combines elements of arbitrage pricing theory and expected utility theory. Combining the two theories, set of arbitrage opportunities are extended to the set of all opportunities that a wide range of market participants are prepared to accept. The preferences of the market participants are captured by utility functions. The utility functions lead to the concepts of acceptance sets and the associated coherent risk measures. The acceptance sets (market preferences) are modeled using sets of probability measures. The set accepted by all market participants is the intersection of all the sets, which is convex. The size of this set is characterized by an index of acceptabilty. This index of acceptability allows one to speak of cashows acceptable at a level, known as the stress level. The relevant set of probability measures that can value the cashows properly is found through the use of distortion functions. In the first chapter, we introduce the theory of conic finance and build a foundation that leads to the problem and objectives of the thesis. In chapter two, we build on the foundation built in the previous chapter, and we explain in depth the theory of acceptability indices and coherent risk measures. A brief discussion on coherent risk measures is done here since the theory of acceptability indices builds on coherent risk measures. It is also in this chapter, that some new acceptability indices are introduced. In chapter three, focus is shifted to mathematical tools for financial applications. The chapter can be seen as a prerequisite as it bridges the gap from mathematical tools in complete markets to incomplete markets, which is the market that conic finance theory is trying to exploit. As the chapter ends, models used for continuous time modeling and simulations of stochastic processes are presented. In chapter four, the attention is focussed on the numerical methods that are relevant to the thesis. Details on obtaining parameters using the maximum likelihood method and calibrating the parameters to market prices are presented. Next, option pricing by Fourier transform methods is detailed. Finally a discussion on the bid-ask formulas relevant to the thesis is done. Most of the numerical implementations were carried out in Matlab. Chapter five gives an introduction to the world of option trading strategies. Some illustrations are used to try and explain the option trading strategies. Explanations of the possible scenarios at the expiration date for the different option strategies are also included. Chapter six is the appex of the thesis, where results from possible real market scenarios are presented and discussed. Only numerical results were reported on in the thesis. Empirical experiments could not be done due to limitations of availabilty of real market data. The findings from the numerical experiments showed that the spreads from conic finance are reduced. This results in reduced residual risk and reduced low cost of entering into the trading strategies. The thesis ends with formal discussions of the findings in the thesis and some possible directions for further research in chapter seven. / Thesis (MSc (Risk Analysis))--North-West University, Potchefstroom Campus, 2013.

Conic finance is a brand new quantitative finance theory. The thesis is on the applications of conic finance on South African Financial Markets. Conic finance gives a new perspective on the way people should perceive financial markets. Particularly in incomplete markets, where there are non-unique prices and the residual risk is rampant, conic finance plays a crucial role in providing prices that are acceptable at a stress level. The theory assumes that price depends on the direction of trade and there are two prices, one for buying from the market called the ask price and one for selling to the market called the bid price. The bid-ask spread reects the substantial cost of the unhedgeable risk that is present in the market. The hypothesis being considered in this thesis is whether conic finance can reduce the residual risk? Conic finance models bid-ask prices of cashows by applying the theory of acceptability indices to cashows. The theory of acceptability combines elements of arbitrage pricing theory and expected utility theory. Combining the two theories, set of arbitrage opportunities are extended to the set of all opportunities that a wide range of market participants are prepared to accept. The preferences of the market participants are captured by utility functions. The utility functions lead to the concepts of acceptance sets and the associated coherent risk measures. The acceptance sets (market preferences) are modeled using sets of probability measures. The set accepted by all market participants is the intersection of all the sets, which is convex. The size of this set is characterized by an index of acceptabilty. This index of acceptability allows one to speak of cashows acceptable at a level, known as the stress level. The relevant set of probability measures that can value the cashows properly is found through the use of distortion functions. In the first chapter, we introduce the theory of conic finance and build a foundation that leads to the problem and objectives of the thesis. In chapter two, we build on the foundation built in the previous chapter, and we explain in depth the theory of acceptability indices and coherent risk measures. A brief discussion on coherent risk measures is done here since the theory of acceptability indices builds on coherent risk measures. It is also in this chapter, that some new acceptability indices are introduced. In chapter three, focus is shifted to mathematical tools for financial applications. The chapter can be seen as a prerequisite as it bridges the gap from mathematical tools in complete markets to incomplete markets, which is the market that conic finance theory is trying to exploit. As the chapter ends, models used for continuous time modeling and simulations of stochastic processes are presented. In chapter four, the attention is focussed on the numerical methods that are relevant to the thesis. Details on obtaining parameters using the maximum likelihood method and calibrating the parameters to market prices are presented. Next, option pricing by Fourier transform methods is detailed. Finally a discussion on the bid-ask formulas relevant to the thesis is done. Most of the numerical implementations were carried out in Matlab. Chapter five gives an introduction to the world of option trading strategies. Some illustrations are used to try and explain the option trading strategies. Explanations of the possible scenarios at the expiration date for the different option strategies are also included. Chapter six is the appex of the thesis, where results from possible real market scenarios are presented and discussed. Only numerical results were reported on in the thesis. Empirical experiments could not be done due to limitations of availabilty of real market data. The findings from the numerical experiments showed that the spreads from conic finance are reduced. This results in reduced residual risk and reduced low cost of entering into the trading strategies. The thesis ends with formal discussions of the findings in the thesis and some possible directions for further research in chapter seven. / Thesis (MSc (Risk Analysis))--North-West University, Potchefstroom Campus, 2013.

Univ., Diss.--Frankfurt/Main, 2004. / Literaturangaben.

Universiẗat, Diss.--Karlsruhe, 2001.

Submitted by Ana Lúcia Silva (lucinhaps@uol.com.br) on 2011-08-01T19:14:26Z No. of bitstreams: 1 tese ana-lúcia.versão final.docx: 1254993 bytes, checksum: 3c56a43adf0c3460adff4afe8351a474 (MD5) / Approved for entry into archive by Gisele Isaura Hannickel (gisele.hannickel@fgv.br) on 2011-08-01T19:42:16Z (GMT) No. of bitstreams: 1 tese ana-lúcia.versão final.docx: 1254993 bytes, checksum: 3c56a43adf0c3460adff4afe8351a474 (MD5) / Approved for entry into archive by Gisele Isaura Hannickel (gisele.hannickel@fgv.br) on 2011-08-01T19:44:40Z (GMT) No. of bitstreams: 1 tese ana-lúcia.versão final.docx: 1254993 bytes, checksum: 3c56a43adf0c3460adff4afe8351a474 (MD5) / Made available in DSpace on 2011-08-02T11:08:41Z (GMT). No. of bitstreams: 1 tese ana-lúcia.versão final.docx: 1254993 bytes, checksum: 3c56a43adf0c3460adff4afe8351a474 (MD5) Previous issue date: 2011-07-01 / A tese tem como objetivo discutir a liquidez do mercado secundário de títulos da dívida pública no Brasil. Em três ensaios, defende que problemas de organização do mercado prejudicam a ampliação da liquidez e que a formação de preços nesse mercado acompanha as taxas do mercado futuro de depósitos interfinanceiros – DI futuro, e não o contrário, como esperado, já que a presença de títulos de elevada liquidez no mercado à vista é que deveria desenvolver o mercado futuro. O primeiro ensaio mede e estima os determinantes do bid-ask spread cotado (indicador de liquidez) para cada vértice de taxa de juros, tendo como referência os vencimentos dos títulos pré-fixados em cabeça de semestre: LTNs (LTN-13 e LTN-11) e NTNFs- (NTNF-17, NTNF-14). Mercados com menores spreads são mais líquidos, mercados com spreads maiores são menos líquidos. Os modelos empíricos foram estimados por meio de análises de séries de tempo. O trabalho utiliza o cálculo do bid-ask cotado para medir a liquidez dos títulos em análise, medido pela diferença entre o ask price e o bid price de fechamento do mercado. A estimação dos determinantes da liquidez de mercado foi realizada com base no método dos mínimos quadrados ordinários (MQO). O modelo testa se maturidade e volume de negócio determinam o bid-ask spread dos títulos. Mercados com menores spreads são mais líquidos do que mercados com maiores spreads. Os resultados mostram que a mediana e a média do bid-ask spread cotado crescem com a maturidade dos títulos. Os sinais dos parâmetros das regressões confirmam para a maioria dos vértices dos vértices analisados neste trabalho a hipótese inicial de que o bid-ask spread aumenta com a elevação maturidade e diminui com maior volume negociado, confirmando a hipótese de baixa liquidez dos títulos públicos no mercado secundário brasileiro. O segundo ensaio analisa uma singularidade relevante do mercado brasileiro: a dependência da formação dos preços e da taxa de juros no mercado secundário de títulos públicos (LTN e NTNF) em relação ao DI futuro. As variáveis utilizadas foram o bid-ask spread cotado e o volume negociado no mercado de títulos públicos e de DI futuro. O ensaio utiliza tanto o método de Granger (1969), que tem como suposto que as informações relevantes para a previsão das variáveis estão contidas exclusivamente nos dados das séries temporais destas mesmas variáveis, quanto o modelo de Geweke (1982) para testar a causalidade, simultaneidade e dependência linear entre as duas séries no tempo. Os resultados confirmam a hipótese inicial de que bid-ask spread e volume de títulos públicos possuem forte dependência do bid-ask spread e do volume para contratos de DI futuro de mesmo vencimento, dependência devida à causalidade do mercado de DI futuro para o mercado de títulos públicos para a maioria dos vértices analisados nesse trabalho, indicando que a taxa CDI é benchmark para a precificação dos títulos públicos. Uma possível explicação está nos fatores de microestrutura, que fazem com que esse mercado seja o mais conveniente para negociar risco de liquidez e de mercado. O terceiro ensaio discute as implicações do desenho institucional sobre a liquidez do mercado secundário de títulos públicos - mecanismos e regras de negociação, desenho dos títulos e base de investidores. Essas regras afetam a formação dos preços no mercado, definem as trocas, a dimensão da assimetria de informação e os custos de transação e do processo de negociação. Pela sua relevância, a organização do mercado de títulos públicos tem sido objeto de reformas em diversos países. O terceiro ensaio é finalizado com a análise das medidas adotadas no Brasil e de seus resultados.

Submitted by Helder Antoniazzi (helderua@gmail.com) on 2013-09-11T00:46:59Z No. of bitstreams: 1 Dissertacao 10-set-13.pdf: 970680 bytes, checksum: 19edacf9a47e77bc9b873b8e4fac35ed (MD5) / Approved for entry into archive by Suzinei Teles Garcia Garcia (suzinei.garcia@fgv.br) on 2013-09-11T13:35:54Z (GMT) No. of bitstreams: 1 Dissertacao 10-set-13.pdf: 970680 bytes, checksum: 19edacf9a47e77bc9b873b8e4fac35ed (MD5) / Made available in DSpace on 2013-09-11T13:49:22Z (GMT). No. of bitstreams: 1 Dissertacao 10-set-13.pdf: 970680 bytes, checksum: 19edacf9a47e77bc9b873b8e4fac35ed (MD5) Previous issue date: 2013-08-21 / The present study analyzes the influence of share's market makers on liquidity, validating a proxy that is able to measure transactions costs into secondary market. Since 1984, important papers face the challenge of measuring liquidity and recently a general review was done to compare different measures, finding the most accurate ones. This article intends to revisit these measures and select a metric most suitable to Brazilian market. Once the proxy is chosen, will be then evaluated the relevance of the market maker in determining transaction costs through a modified version of econometric equation from Sanvicente (2012). Lastly, the great contribution of the article is to identify whether the companies should hire a market maker for their stocks, in order to reduce the costs of trading in its shares. / O trabalho tem por objetivo validar a influência dos formadores de mercado de ações sobre a liquidez, uma proxy capaz de medir os custos de transação no mercado secundário de ações. O desafio de medir corretamente a liquidez teve trabalhos relevantes desde 1984, e recentemente foi alvo de uma revisão geral que comparou diversas medidas e encontrou alguns ganhadores. A proposta do presente trabalho é a de revisitar estas medidas e selecionar a métrica mais adequada ao mercado Brasileiro. Escolhida a proxy mais significativa, será então avaliada a relevância do formador de mercado na determinação dos custos de transação por meio de uma versão modificada da equação econométrica de Sanvicente (2012). Por fim, este trabalho será relevante para identificar se as empresas devem contratar formadores de mercado para suas ações, com o fim de reduzirem os custos da negociação de suas ações.

This thesis is among the first market microstructure studies of an index futures market with designated market makers in the academic literature. The purpose of this thesis is to investigate intraday patterns of key variables, the relative size of the components of the quoted bid-ask spread, and the order decisions of uninformed traders, in a continuous dealer market for index futures with market makers. Overall, our findings aim to contribute to a better understanding of the roles of market makers and public customers in price formation. Intraday patterns of financial market variables such as trade price, volume, trade size, quoted spreads, depth, and volatility separately for designated market makers and public customers are examined. The lack of relevant and appropriate data in futures markets, as evidenced by Hasbrouck (2003) and Kurov (2005), has inhibited the growth of market microstructure in futures markets. Individual orders, quotes, trader identification, and transactions from June 2003 to December 2004, for FTSEurofirst 80 and 100 index futures are used in the study. Inclusion of the parties to order execution distinguishes this data set from most other futures microstructure sources. As this thesis is the first known academic study of the extant market microstructure of the FTSEurofirst index futures, the institutional aspects of the trading process for the FTSEurofirst index futures are also explored. An alternative method for estimating three cost components as a proportion of the bid-ask spread is developed. A framework is developed for the order decision process of an uninformed trader for the first time in a futures market with market makers. The results of this thesis may have implications for other financial markets and the field of market microstructure.

Abstract In this paper, we examine the relation among different information asymmetry measures in Taiwan Stock Exchange and exploit the ability of the microstructure measures to measure asymmetric information. We also investigate the role of information asymmetry measures in affecting stock returns. With a random sample of 180 firms, we find that the market microstructure measure is significantly correlated with most of the corporate finance measures that should shed lights on the level of information asymmetry in advance. We also find that the analysts’ forecast measures have no relation with the microstructure measure. One main result is that the adverse selection risk does affect the stock returns. For the whole sample period, the adverse selection component has a significant impact on the stock returns and dominates all other variables except for the number of analysts following. Other significant measures include the volatility, firm size, leverage, and market to book ratio of equity. Although these information asymmetry measures act as competent determinants in the whole- period regression, they do not have consistent performance across quarters. The inconsistent result suggests that these measures may have diverse performance with regard to different periods.

中文摘要 對於資本市場來說是外國公司的買賣價差的三個成分：逆選擇成分、交易成本成分及存貨成本成分相對於本國公司的買賣價差三成分構成有可能不同。 此篇論文中比較相同股票在不同市場所發行股票，其買賣價差三成分。根據本篇實證結果，相同一支股票在美國NYSE或是NASDAQ的逆選擇成分顯著的高於在TSEC發行的逆選擇成分，這暗指著資本市場中有很多不一樣的地方值得探討，像是流通貨幣的不同、或是法規治令的不同以及取得非公開資訊的難易程度也不同。另外，根據之前的研究的顯示，買單接著買單、賣單接著賣單的機率趨勢也很強，我們也發現了這種現象在TSEC很明顯，根據此篇論文的結論，這大部分的原因很可能是因為TSEC有「限價」規定的緣故。 / Abstract The three components, adverse selection component, order processing component and inventory holding cost, of companies which regarded as foreign companies in terms of the capital market are different from those in domestic capital market. In this paper, the adverse selection components of the stocks we choose in NYSE or NASDAQ are significant higher than those in TSEC. It implies the differences of capital markets, such as currency ,regulation and easy or not obtaining the private information of the company. Furthermore, similar to previous studies, there are strong tendencies for buys follow buys and sells follow sells. We find that the most part of proportion of order persistence derives from price limit in TSEC.

This paper investigates the liquidity and the bid-ask spread components of the Taiwan Stock Exchange Capitalization Weighted Stock Index futures contracts, Taiwan Stock Exchange Electronic Sector Index futures contracts, and Taiwan Stock Exchange Banking and Insurance Sector Index futures contracts traded on the Taiwan Futures Exchange, which switched from an electronic periodic call auction market to an electronic continuous auction market on July 29th 2002. It is a rare opportunity to deeply examine the liquidity and transaction cost components of financial derivatives under different trading mechanisms. Using intraday transaction data of transaction and quotes covering from March 2002 to May 2002 for the old trading mechanism and from October 2002 to December 2002 for the new trading mechanism, liquidity measures and bid-ask spread components are examined before and after the enforcement of the electronic continuous auction mechanism. First, for each type of futures contracts, liquidity measures including bid-ask spread, trading volume, trade number, trade size, volatility, and liquidity ratio are explored to show the multifacet of liquidity. Next, the model of Lin, Sanger, and Booth (1995) is used to decompose the spreads of each product in the two periods. The empirical results show that quote spreads, effective spreads, percentage effective spreads, and dollar-weighted percentage effective spreads of the new system are all significantly lower than those measures in the old system for all of the three types of futures contracts. However, other liquidity measures do not show the same patterns. Overall, improvement of liquidity is found for futures contracts but not very consistent though. Multifacet of liquidity is showed by different measures, although two of these measures, including trade size and trade number, may not be suitable for this study. Moreover, the adverse selection is the most important component in the call auction market, which decreases in the continuous auction market. However, the change of other components, including order processing cost and order persistence, does not demonstrate the same pattern. The results indicate that the electronic continuous auction system protects uninformed traders from being hurt by informed traders. However, we also show that each type of futures contracts has its own specific component structure.