THE COUPON EFFECT ON TERM PREMIUMS

Monthly holding period returns for U.S. Treasury bills and notes of identical maturity indicate a significant coupon effect upon term premiums. Hotelling's T² test of the vectors of mean term premiums indicates that term premiums are not statistically significant for notes but are significant for bills. Mean-variance and stochastic dominance criteria indicate an investment preference for bills over notes on a pretax basis. Because the data set is Treasury bills and notes, which are identical except for coupon level, these results are evidence of a coupon effect on term premiums.     

Politicising the study of sustainable living practices

ABSTRACT

In studies of consumption, social theories of practice foreground the purchasing and use of resources not for intrinsic pleasure but rather in the routine accomplishment of “normal” ways of living. In this paper, we argue that a key strength of theories of practice lies in their ability to expose questions of power in the construction of normality, but that this has been largely overlooked. Since practice theories are leveraged in understanding urgent questions of climate change, we use ethnographic data of a sustainable community in England to examine the normative dimension of sustainability. Using Michel Foucault's approach to practice, we elucidate the social technologies operating in the community that govern sustainable practices in the absence of a singular cultural authority. We illustrate how shared understanding guiding normative sustainable practice was negotiated and maintained through collective ethical work, the paramount importance of interpersonal harmony, and the continual formation of ethical subjects.     

Basel’s value-at-risk capital requirement regulation: An efficiency analysis

We analyze the optimal portfolio policies of expected utility maximizing agents under VaR Capital Requirement (VaR-CR) regulation in comparison to the optimal policy under exogenously-imposed VaR Limit (VaR-L) and Limited-Expected-Loss (LEL) regulations. With VaR-CR regulation the agent strategy consists of simultaneous decisions on both the portfolio VaR and on the implied amount of required eligible capital. As a result, the performance of VaR-CR regulation depends on its design (the parameter n) and the agent preferences. We show that an optimal VaR-CR regulation allows the regulator on the one hand, to completely eliminate the exposure to the largest losses, which may jeopardize the existence of the institution, and on the other hand, to restrain the portfolio exposure to all other losses. These results rationalize the current Basel regulations. However, the analysis shows also that there is an optimal level of required eligible capital from the regulator standpoint. Counter-intuitively, any requirement above this optimal level is inefficient as it leads to a smaller amount of actually maintained eligible capital and thereby to a larger exposure to the most adverse states of the world. Unfortunately, the current Basel’s range of required levels (n = 3–4) is within this inefficient range. Moreover, with an inefficient regulation the agent might employ an inefficient reporting and disclosure procedure.     

Mitigating shortage and distribution costs in damaged water networks

Recent events have sparked renewed interest in disaster mitigation for public infrastructures. Presidential Decision Directive 63 identifies water distribution as being among the most vital and vulnerable of our large-scale infrastructures. Water distribution networks are vulnerable to threats such as chemical and biological contamination, cyber attacks on computer-based management systems, and physical destruction from acts of nature and intentional attack. This research develops methods for configuring the undamaged portion of the water network to mitigate the consequences of physical destruction. The approach is to find a hydraulically feasible residual network that can be pressurized to meet the demand of a subset of demand sectors. Demand sectors not pressurized then receive water through truck distribution from pressurized sectors. The objective is to minimize weighted water shortage and water truck distribution costs by identifying sectors to pressurize along with an assignment of unpressurized sectors to pressurized sectors for water delivery by truck. The paper develops an optimization model, describes a solution method, and presents computational results for three example networks.     

Optimal bank asset and liability management with financial futures

This paper presents a model for optimal bank asset and liability management with financial futures. This model is a multiperiod linear programming model based on Markowitz portfolio theory. Given the bank's initial position, its economic forecasts, and the constraints under which it operates, the model can help a bank's senior executives determine the current and expected future balance sheet composition and financial futures position which will minimize the bank's operating risks and which will meet the bank's expected profits goal with the minimum possible profits risk. By parametrically varying the expected profits goal, the model will generate the set of risk-return efficient decisions. Bankers need then examine only the set of efficient decisions to choose their optimal solution. A simplified example is used to illustrate the application of our model and to demonstrate that banks that use financial futures in asset and liability management can obtain better results than banks that do not use financial futures.