Business cycle variation in the risk-return trade-off

In the United States and other Organisation for Economic Co-operation and Development (OECD) countries, the expected returns on stocks, adjusted for volatility, are much higher in recessions than in expansions. We consider feasible trading strategies that buy or sell shortly after business cycle turning points that are identifiable in real time and involve holding periods of up to 1 year. The observed business cycle changes in expected returns are not spuriously driven by changes in expected near-term dividend growth. Our findings imply that value-maximizing managers face much higher risk-adjusted costs of capital in their investment decisions during recessions than expansions.     

NO MARGINAL ARBITRAGE OF THE SECOND KIND FOR HIGH PRODUCTION REGIMES IN DISCRETE TIME PRODUCTION–INVESTMENT MODELS WITH PROPORTIONAL TRANSACTION COSTS

We consider a class of production–investment models in discrete time with proportional transaction costs. For linear production functions, we study a natural extension of the no‐arbitrage of the second kind condition introduced by Rásonyi. We show that this condition implies the closedness of the set of attainable claims and is equivalent to the existence of a strictly consistent price system under which the evaluation of future production profits is strictly negative. This allows us to discuss the closedness of the set of terminal wealth in models with nonlinear production, functions which may admit arbitrages of the second kind for low production regimes but not marginally for high production regimes.     

Issues in European business education in the mid-nineteenth century: a comparative perspective

This article explores the emergence of European business education in the mid-nineteenth century. Drawing on archival analysis the typological study which this article proposes, attempts to show that business education before 1870 seems to have been a geographically and institutionally broader expression than has been described up to now. It identifies four organisational models of business education and reveals that higher business education was not limited to the Higher Schools of Commerce alone. It concludes that the European states took, directly or not, an interest in business education well before the end of the nineteenth century.     

R&D validation planning: a methodology to link technical validations to benefits measurement

An important activity in many R&D departments is the internal development of new process technologies and practices to assist in the marketing, design and manufacturing activities of the enterprise. An integral part of this R&D development is the planning and management of validations of potential technology projects. These validations are necessary to determine the technical, financial and organizational feasibility of the projects and to develop data for benefits measurement for further funding of selected projects. This paper describes a methodology for validation planning of new process technologies and practices. The methodology allows for the explicit linkage of a validation to the identification of its financial and strategic benefits. These often diverse measures of worth are integrated using a proven multi-attribute justification approach within the planning methodology. The methodology and the multi-attribute approach also support the comparison of dissimilar projects having different benefits. The methodology acts as an organizational planning tool integrating the needs of the diverse constituencies involved in R&D planning. It also acts as a tool to aid engineers and scientists identify and present the benefits of the proposed technology.     

Default Risk in Corporate Yield Spreads

An important research question examined in the credit risk literature focuses on the proportion of corporate yield spreads attributed to default risk. This topic is reexamined in light of the different issues associated with the computation of default probabilities obtained from historical default data. We find that the estimated default risk proportion in corporate yield spreads is sensitive to the ex ante estimated term structure of default probabilities used as inputs. This proportion can become a large fraction of the spread when sensitivity analyses are made with respect to the period over which the probabilities are estimated and the recovery rates.     

Estimating and Testing Exponential-Affine Term Structure Models by Kalman Filter

This paper proposes a unified state-space formulation for parameter estimation of exponential-affine term structure models. The proposed method uses an approximate linear Kalman filter which only requires specifying the conditional mean and variance of the system in an approximate sense. The method allows for measurement errors in the observed yields to maturity, and can simultaneously deal with many yields on bonds with different maturities. An empirical analysis of two special cases of this general class of model is carried out: the Gaussian case (Vasicek 1977) and the non-Gaussian case (Cox Ingersoll and Ross 1985 and Chen and Scott 1992). Our test results indicate a strong rejection of these two cases. A Monte Carlo study indicates that the procedure is reliable for moderate sample sizes.     

General stopping behaviors of naïve and noncommitted sophisticated agents,with application to probability distortion

We consider the problem of stopping a diffusion process with a payoff functional that renders the problem time‐inconsistent. We study stopping decisions of naïve agents who reoptimize continuously in time, as well as equilibrium strategies of sophisticated agents who anticipate but lack control over their future selves' behaviors. When the state process is one dimensional and the payoff functional satisfies some regularity conditions, we prove that any equilibrium can be obtained as a fixed point of an operator. This operator represents strategic reasoning that takes the future selves' behaviors into account. We then apply the general results to the case when the agents distort probability and the diffusion process is a geometric Brownian motion. The problem is inherently time‐inconsistent as the level of distortion of a same event changes over time. We show how the strategic reasoning may turn a naïve agent into a sophisticated one. Moreover, we derive stopping strategies of the two types of agent for various parameter specifications of the problem, illustrating rich behaviors beyond the extreme ones such as “never‐stopping” or “never‐starting.”     

Computing American option prices in the lognormal jump–diffusion framework with a Markov chain

This note examines a numerical approach for computing American option prices in the lognormal jump–diffusion context. The approach uses the known transition density of the process to build a discrete-time, homogenous Markov chain to approximate the target jump–diffusion process. Numerical results showing the performance of the proposed method are examined.