The Risk Management of Minimum Return Guarantees

Contracts paying a guaranteed minimum rate of return and a fraction of a positive excess rate, which is specified relative to a benchmark portfolio, are closely related to unit-linked life-insurance products and can be considered as alternatives to direct investment in the underlying benchmark. They contain an embedded power option, and the key issue is the tractable and realistic hedging of this option, in order to rigorously justify valuation by arbitrage arguments and prevent the guarantees from becoming uncontrollable liabilities to the issuer. We show how to determine the contract parameters conservatively and implement robust risk-management strategies.

Zu welchem Preis können Versicherer "ineffektive" Risikomanagementinstrumente anbieten? - Zur Analyse der Effizienz von Wetterderivaten -

Seit Mitte der 1990er Jahre werden „Wetterderivate“ als neues Instrument zum Management wetterbedingter Mengenrisiken diskutiert. Im Gegensatz zu schadensbezogenen Versicherungen erfolgt der Hedge bei Wetterderivaten durch an Wetterindizes (Niederschlagssummen, Temperatursummen etc.) gekoppelte Zahlungen, die an einer festgelegten Referenzwetterstation gemessen werden. Im vorliegenden Beitrag wird ein Risk-Programming Ansatz vorgestellt, mit dem die Zahlungsbereitschaft landwirtschaftlicher Unternehmen für Risikomanagementinstrumente im Allgemeinen und Wetterderivate im Speziellen bestimmt werden kann. Dabei wird sowohl das betriebspezifische Risikoreduzierungspotenzial des betrachteten Instruments als auch die individuelle Risikoakzeptanz des Entscheiders berücksichtigt. Die exemplarische Anwendung des Ansatzes auf ein Brandenburger Landwirtschaftsunternehmen zeigt, dass selbst für einen standardisierten Optionskontrakt, der sich auf die an der Wetterstation Berlin-Tempelhof gemessenen Niederschläge bezieht, eine relevante Zahlungsbereitschaft seitens des Landwirts besteht. Diese Zahlungsbereitschaft ist so hoch, dass der Anbieter sogar einen Aufpreis verlangen könnte, der über dem traditioneller Versicherungen liegt. Angesichts der gegenüber schadensbezogenen Versicherungen deutlich geringeren Transaktionskosten deutet dies auf ein erhebliches Handelspotenzial für Wetterderivate hin.

Zu welchem Preis können Versicherer "ineffektive" Risikomanagementinstrumente anbieten? - Zur Analyse der Effizienz von Wetterderivaten -

Seit Mitte der 1990er Jahre werden „Wetterderivate“ als neues Instrument zum Management wetterbedingter Mengenrisiken diskutiert. Im Gegensatz zu schadensbezogenen Versicherungen erfolgt der Hedge bei Wetterderivaten durch an Wetterindizes (Niederschlagssummen, Temperatursummen etc.) gekoppelte Zahlungen, die an einer festgelegten Referenzwetterstation gemessen werden. Im vorliegenden Beitrag wird ein Risk-Programming Ansatz vorgestellt, mit dem die Zahlungsbereitschaft landwirtschaftlicher Unternehmen für Risikomanagementinstrumente im Allgemeinen und Wetterderivate im Speziellen bestimmt werden kann. Dabei wird sowohl das betriebspezifische Risikoreduzierungspotenzial des betrachteten Instruments als auch die individuelle Risikoakzeptanz des Entscheiders berücksichtigt. Die exemplarische Anwendung des Ansatzes auf ein Brandenburger Landwirtschaftsunternehmen zeigt, dass selbst für einen standardisierten Optionskontrakt, der sich auf die an der Wetterstation Berlin-Tempelhof gemessenen Niederschläge bezieht, eine relevante Zahlungsbereitschaft seitens des Landwirts besteht. Diese Zahlungsbereitschaft ist so hoch, dass der Anbieter sogar einen Aufpreis verlangen könnte, der über dem traditioneller Versicherungen liegt. Angesichts der gegenüber schadensbezogenen Versicherungen deutlich geringeren Transaktionskosten deutet dies auf ein erhebliches Handelspotenzial für Wetterderivate hin.

Live Cattle Futures and Options: How Have They Done?

Futures did reduce price risk. Hedging produced a higher minimum return and higher return at the 25th percentile (75% of the returns are better than this figure) than did the cash market. The 50th percentile, or median return, was higher for yearlings in the cash market than hedged cattle, and the calves had mixed results. Although the differences are not great, there have been months when the option strategies performed better than cash or futures, (i.e., January–April and September–October), and there are months when they did not fare well (i.e., June–August).

Self-dual continuous processes

The important application of semi-static hedging in financial markets naturally leads to the notion of conditionally quasi self-dual processes which is, for continuous semimartingales, related to conditional symmetry properties of both their ordinary as well as their stochastic logarithms. We provide a structure result for continuous conditionally quasi self-dual processes. Our main result is to give a characterization of continuous Ocone martingales via a strong version of self-duality.

A Stieltjes approach to static hedges

Static hedging of complicated payoff structures by standard instruments becomes increasingly popular in finance. The classical approach is developed for quite regular functions, while for less regular cases, generalized functions and approximation arguments are used. In this note, we discuss the regularity conditions in the classical decomposition formula due to P. Carr and D. Madan (in Jarrow ed, Volatility, pp. 417–427, Risk Publ., London, 1998) if the integrals in this formula are interpreted as Lebesgue integrals with respect to the Lebesgue measure. Furthermore, we show that if we replace these integrals by Lebesgue–Stieltjes integrals, the family of representable functions can be extended considerably with a direct approach.

Quasi-Self-Dual Exponential Lévy Processes

The important application of semistatic hedging in financial markets naturally leads to the notion of quasi--self-dual processes. The focus of our study is to give new characterizations of quasi--self-duality. We analyze quasi--self-dual Lévy driven markets which do not admit arbitrage opportunities and derive a set of equivalent conditions for the stochastic logarithm of quasi--self-dual martingale models. Since for nonvanishing order parameter two martingale properties have to be satisfied simultaneously, there is a nontrivial relation between the order and shift parameter representing carrying costs in financial applications. This leads to an equation containing an integral term which has to be inverted in applications. We first discuss several important properties of this equation and, for some well-known Lévy-driven models, we derive a family of closed-form inversion formulae.

Increasing Derivatives Market Activity in Emerging Markets and Exchange Rate Exposure

Understanding the effects of off-balance sheet transactions on interest and exchange rate exposures has become more important for emerging market countries that are experiencing remarkable growth in derivatives markets. Using firm level data, we report a significant fall in exposure over the past 10 years and relate this to higher derivatives market participation. Our methodology is composed of a three stage approach: First, we measure foreign exchange exposures using the Adler-Dumas (1984) model. Next, we follow an indirect approach to infer derivatives market participation at the firm level. Finally, we study the relationship between exchange rate exposure and derivatives market participation. Our results show that foreign exchange exposure is negatively related to derivatives market participation, and support the hedging explanation of the exchange rate exposure puzzle. This decline is especially salient in the financial sector, for bigger firms, and over longer time periods. Results are robust to using different exchange rates, a GARCH-SVAR approach to measure exchange rate exposure, and different return horizons.

(Table 1) Composition of paraffin hydrocarbons at DSDP Site 56-434

Geochemical investigation of 18 samples of sediments from Site 434 involved determining the content of organic carbon, of bitumoid A (The chloroform A-chl and alcohol-benzene A-alb extracts) and its various fractions, and of individual hydrocarbons as well as the structural group composition of resins. We identified certain samples that differed sharply from the rest by their increased bitumen content and relatively low molecular hydrocarbons and by the fact that their resinous components were more neutral and aliphatic in composition. The distribution of bitumoid and its components seems to reflect migration processes in operation during the early stages of the transformation of organic matter.

Lithology, biostratigraphy, and geochemistry of the Black Sea sediments, DSDP Leg 42 (pt. 2) data

The monograph presents results of deep-sea drilling in the Black Sea carried out in 1975. Detailed lithological, biostratigraphic and geochemical studies of Miocene-Holocene sediments have been carried out by specialists from institutes of the USSR Academy of Sciences, Moscow State University and other organizations. Drilling results are compared with geophysical data. Geological history of the Black Sea basin is considered as well.