München, Univ. der Bundeswehr, Diss., 2004. / Computerdatei im Fernzugriff.

München, University der Bundeswehr, Diss., 2004.

Part I of this dissertation examines the effect of financing costs on the efficiency of the T-bill futures market. The cost-of-carry model is used and three types of financing costs are selected as proxies for RP (repurchase agreement) rates. The results suggest that the cost-of-carry model assuming a constant RP rate is unreliable in explaining the pricing of T-bill futures. A search for "true" financing costs shows that such financing costs could be a nonlinearly weighted rate of the term RP rate (or the 90-day-maturity T-bill rate) and the federal funds rate. Theoretically implied RP rates in the year of 1983 are also generated for comparisons. Part II examines the impact of inflation uncertainty on the futures-forward rate differential. The cost-of-carry model assuming a constant RP rate ignores the future fluctuations of financing costs. A "risk premium" could arise due to inflation uncertainty. This part provides evidence that there exists a systematic relationship between the daily futures-forward rate differences and the inflation rate. Part III provides a theoretical treatment of the optimal arbitrage investment under uncertainty and of equilibrium pricing in the T-bill futures market. A dynamic stochastic programming model shows that a "myopic" property exists in the T-bill futures market in the sense that expectations of the future one-period price movements do not exert an impact on the current optimal arbitrage investment decision under uncertainty. It shows, however, that such a "myopic" property is not pure in that expectations of financing costs in the next period affect the investment decision in the current period. Equilibrium pricing of the T-bill futures is obtained under arbitrage arguments. It shows that an equilibrium price is achieved at the point where the expected current one-period arbitrage profits are zero when cost-of-carry is required, even in a multi-period setting.

M.Com. (Taxation) / Financial prices such as interest rates, currency exchange rates and equity prices have become more volatile In recent years making financial costs more difficult to predict and control. Just as commodity Mures exchanges grew out of the need for a mechanism to protect producers and users of commodities from the effects of fluctuations In prices, so the financial futures markets have developed to provide a means of lessening the Impact of fluctuations in interest rates, currency exchange rates and share Indices. A futures contract Is a transferable agreement to buy or sell a standardised amount of a commodity of standardised quality at a fixed price on a specific future date underterms and conditions ofarecognised exchange. A significant milestone was reached in the development of South Africa's financial markets with the simultaneous publication and the release to the public of the reports of the Stals and Jacobs Committees in July 1988. The road had not been all that smooth up to that point. The 1985 debt standstill and all the implications which flowed therefrom had made for a somewhat bumpy ride. However, by mid·1988 the markets were once again picking up the threads and making furtherstrides forward. Flowing from the recommendations of these two committees has been the establishment of the South African Futures Exchange and the South African Futures Clearing Company where financial Mures will be freely traded. The South African tax authorities could not provide the above committee with clear guidelines as to how Mures transactions would be treated for tax purposes In the South African context, except that Receivers of Revenue, having regard to decisions handed down by the courts In a variety of cases considered over a period of many years, would decide whether any particular transaction, or series of transactions, Is ofe~her a ·revenue" or "capital" nature. If the transaction is considered to be on "revenue" account, then the profit (or loss) Is taken Into account In the determination of taxable Income for Income tax purposes. The distinction becomes of paramount Importance when dealing In futures as no capital gains tax exists In South Africa and personal and company tax rates are relatively high.

by Rick Bute Man-kwong, Michael Wong Kam-tak. / Thesis (M.B.A.)--Chinese University of Hong Kong, 1989. / Bibliography: leaves [1]-[2]

Thesis (Ph. D.)--University of Sydney, 2009. / Title from title screen (viewed 21 July 2009) Submitted in fulfilment of the requirements for the degree of Doctor of Philosophy to the Discipline of Finance, Faculty of Economics and Business, University of Sydney. "Three essays" in the title refers to the results of three empirical studies done by the author presented in six chapters. Degree awarded 2009; thesis submitted 2008. Includes bibliography references. Also available in print format.

Master-Arbeit Univ. St. Gallen, 2006.

A thesis submitted for the degree of Doctor of Philosophy 2013 / This thesis presents a range of related pricing kernel models that are driven by incomplete information about a series of future unknowns. These unknowns may, for instance, represent fundamental macroeconomic, political or social random variables that are revealed at future times. They may also represent latent or hidden factors that are revealed asymptotically. We adopt the information-based approach of Brody, Hughston and Macrina (BHM) to model the information processes associated with the random variables. The market filtration is generated collectively by these information processes. By directly modelling the pricing kernel, we generate information-sensitive arbitrage-free models for the term structure of interest rates, the excess rate of return required by investors, and security prices. The pricing kernel is modelled by a supermartingale to ensure that nominal interest rates remain non-negative. To begin with, we primarily investigate finite-time pricing kernel models that are sensitive to Brownian bridge information. The BHM framework for the pricing of credit-risky instruments is extended to a stochastic interest rate setting. In addition, we construct recovery models, which take into consideration information about, for example, the state of the economy at the time of default. We examine various explicit examples of analytically tractable information-driven pricing kernel models. We develop a model that shares many of the features of the rational lognormal model, and investigate examples of heat kernel models. It is shown that these models may result in discount bonds and interest rates being bounded by deterministic functions. In certain situations, incoming information about random variables may exhibit jumps. To this end, we construct a more general class of nite-time pricing kernel models that are driven by Levy random bridges. Finally, we model the aggregate impact of uncertainties on a nancial market by randomised mixtures of Levy and Markov processes respectively. It is assumed that market participants have incomplete information about the underlying random mixture. We apply results from non-linear ltering theory and construct Flesaker-Hughston models and in nite-time heat kernel models based on these randomised mixtures.

Thesis (M. Phil.)--University of Hong Kong, 2006. / Title proper from title frame. Also available in printed format.

Thesis (doctoral)--Universität Göttingen, 1912. / Includes bibliographical references (p. [42]-43).