Eliciting preferences and the construction of indifference maps: A comparative empirical evaluation of two measurement methodologies

The paper reports results of experiments conducted to evaluate the following methods of preference measurement: (a) the method of eliciting certainty equivalents to gambles, for obtaining a von Neumann Morgenstern utility function; and (b) the dominance method for obtaining indifference maps. The following attributes were used for method comparison: (1) test-retest consistency; (2) linearity of trade-offs; (3) confidence in the method; (4) ease of judgment required by method; and (5) goodness of method predictions. The study also investigated the associations between method reliability and several behavioural and experimental factors such as subjects' acceptance of rationality axioms, propensities of subjects for judicial modes of evaluation, perceived realism of scenarios and subjects' discrimination bands for probabilities.     

Existence and computation of the Aumann–Serrano index of riskiness and its extension

Aumann and Serrano (2008) introduce the index of riskiness to quantify the risk of a gamble. We discuss for which gambles this index of riskiness exists by considering the acceptance behavior of CARA-agents. Since for several relevant distributions riskiness is not defined, we suggest an extension of riskiness to all gambles. We prove that this extension is unique and that it satisfies the central duality axiom. Finally, we derive closed-form solutions of extended riskiness and list some applications.     

Developments in non-expected utility theories: an empirical study of risk aversion

This paper investigates different developments in non-expected utility theories. Our focus is to study the agent’s attitude towards risk in a context of monetary gambles. Based on simulated data of the “Deal or No Deal” TV game show, we first compare the performance of the expected utility model versus a loss-aversion model. We find that the loss-aversion model has a better performance compared to the expected utility model. We then study the attitude towards risk according to two parameters: the relative risk aversion coefficient defined over the value function and the probability weighting coefficient proposed by the Cumulative Prospect Theory. We find evidence for probability weighting being undertaken by contestants reflecting less risk aversion over large stakes. We also explore the performance of two models of rank-dependant utility: the Quiggin (1982) and the power probability weighting models. We find that the probability weighting coefficient is still significant for both models. Finally, we integrate initial wealth into the contestants’ preferences function and we show that the initial wealth level affects the estimates of risk attitudes.     

The landlord's dilemma: Asking rent strategies in a heterogeneous housing market

This paper investigates the asking rent behavior of a landlord with a vacancy who faces a known, downward sloping rental probability function. The shape of this function is shown to be strongly dependent on the form of the underlying acceptance rent distribution and on the rate at which prospective tenants visit the unit. A particular family of asking rent strategies is examined. It is shown that all of these strategies exhibit a declining sequence of asking rents, and that the landlord in choosing among them must balance his desire for rental income against his aversion to waiting.     

Dynamic theory of preferences: Habit formation and taste for variety

We analyze individual preferences over infinite horizon consumption choices. Our axioms provide the foundation for a recursive representation of the utility function that contains as particular cases the classical Koopmans representation (Koopmans (1960)) as well as the habit formation specification.We examine some of the consequences of our axiomatization by considering a standard consumer choice problem, and show that typically in the space of concave utility functions satisfying our axioms the consumer displays a taste for variety. The latter means that such a consumer selects optimally time variant consumption programs for any given time invariant sequence of commodities’ relative prices and for all possible sequences of market discount factors. In contrast, if a concave utility function satisfies Koopmans’ axioms the consumer does not display a taste for variety.     

Capabilities and utilities

This paper deals with the problem of looking for resource allocation mechanisms which would be accepted as just in Sen's capabilities framework. We start by suggesting a way of simplifying Sen's idea of capability by using acapability index which measures the ability of a person to function. Then we look for mechanisms providing allocations which could be deemedjust, in pure distribution problems. An allocation will be called just when its corresponding capabilities are leximin suprema. We provide a characterization result of this mechanism in a framework which mimics Roemer's bargaining in economic environments, in which the role of utility functions is now played by capability indices. When a positive relationship between capability indices and utilities exist, just allocations are optimal in utility terms.     

Another look at risk apportionment

This paper presents a general result on the random selection of an element from an ordered sequence of risks and uses this result to derive additive and cross risk apportionment. Preferences favoring an improvement of the sampling distribution in univariate or bivariate first-order stochastic dominance are those exhibiting additive or cross risk apportionment. The univariate additive and multiplicative risk apportionment concepts are then related to the notion of bivariate cross risk apportionment by viewing the single-attribute utility function of an aggregate position (sum or product of attributes) as a 2-attribute utility function. The results derived in the present paper allow one to further explore the connections between the different concepts of risk apportionment proposed so far in the literature.     

Collective Acceptance, Social Institutions, and Social Reality

ABSTRACT . The paper presents an account of social institutions on the basis of collective acceptance. Basically, collective acceptance by some members of a group involves the members’ collectively coming to hold and holding a relevant social attitude (a “we‐attitude”), viz. either one in the intention family of concepts or one in the belief family. In standard cases the collective acceptance must be in the “we‐mode,” viz. performed as a group member, and involve that it be meant for the group. The participants must be collectively committed to what they have accepted. Social institutions are taken to be norm‐governed social practices introducing a new social and conceptual status on the practices or some elements involved in those practices. This requires that some of the involved norms be constitutive norms as opposed to merely “accidentally” regulating ones. A classification of social institutions is presented. The account is broader in scope than is Searle’s.     

Electronic monitoring at work: The role of attitudes,functions, and perceived control for the acceptance of tracking technologies

Organisations increasingly adopt tracking technologies that allow managers to continuously collect highly detailed records of employee, performance, and health. On the basis of the theory of planned behaviour, we aim to identify attitudes, functions of monitoring, and control perceptions that should strengthen or lower employees' acceptance of these technologies. Our experimental vignette study among 800 respondents in Germany reveals that acceptance is more likely if employees have positive attitudes towards surveillance in general and towards monitoring in private life and if the technologies enhance labour productivity. The tendency to reject the technology increases if it is to be used for monitoring health and performance. The results indicate that these new technologies will not be accepted unconditionally and may be subject to bargaining and conflicts. In the implementation process, human resources departments will have to take account of employee interests and well‐being, which in turn may improve acceptance and performance.     

Approximating exact expected utility via portfolio efficient frontiers

Expected utility theory is nowadays accepted as the standard for rational choice among risky assets. However, as Harry Markowitz recently pointed out, the problem of how the maximum expected utility along the risk–return portfolio efficient frontiers approximates the exact maximum expected utility is still open. This paper shows that some popular risk–return models are actually able to approximate expected utility maximization with respect to classical and new distance measures. It also analyzes the ability of the whole risk–return efficient frontiers to approximate the exact one. Our empirical analysis is based on recent publicly available real-world data sets.     

Note on positive lower bound of capital in the stochastic growth model

In the context of the classical stochastic growth model, we provide a simple proof that the optimal capital sequence is strictly bounded away from zero whenever the initial capital is strictly positive. We assume that the utility function is bounded below and the shocks affecting output are bounded. However, the proof does not require an interval shock space, thus, admitting both discrete and continuous shocks. Further, we allow for finite marginal product at zero capital. Finally, we use our result to show that any optimal capital sequence converges globally to a unique invariant distribution, which is bounded away from zero.     

基于外包的流程型生产订单选择问题研究

文章研究了流程型制造企业在生产能力有限、订单过剩情况下的订单选择问题。由于对订单的拒绝会影响自身的声誉,企业可以考虑将订单进行外包。首先将外包、声誉损失、订单选择等结合起来,构建了一个二次0-1整数规划模型,在企业利润最大化下对订单进行选择性的接受。然后,利用LINGO对模型进行检验,结果表明,该模型优于经典的订单选择模型。最后在不同订单排序方法下对模型再次进行验证,分析得出订单最大化利润排序是适用于本模型的最优排序方法。     

Demand properties of concavifiable preferences

The purpose of the present paper is to clarify the relation between choice theory for individual consumers, i.e., the observed demand behavior, and the preference ordering ?$?$ of that individual. Specifically, we study how concavifiability (i.e., representability of ?$?$ by a concave utility function) is expressed by quantities (cross-coefficients) appearing in revealed preferences theory. We present a sequence of rather explicit necessary conditions for concavifiability. All these conditions are quantitative asymptotic strengthenings of the strong axiom of revealed preference. The results and concepts are illustrated by means of examples in which an expenditure data is defined by providing its generating utility function.     

浅谈分户验收中的常见事项及其解决措施

随着房地产市场不断发展,住宅工程越来越多,住宅作为商品,住户对其质量有了一定的要求,在满足使用功能的条件上,达到国家相关的验收规范要求。而在实际工程验收时常采取的是抽样检查方法,检查的量非常少,因质量问题引起的客户投诉比较多,这就使得分户验收应运而生。本文主要介绍分户验收及其重要性,并阐述开展分户验收过程中的常见事项及其解决措施。     

The relationship between revealed preference and the Slutsky matrix

This paper presents a method of calculating the utility function from a smooth demand function whose Slutsky matrix is negative semi-definite and symmetric. The calculated utility function is the unique upper semi-continuous function corresponding with the demand function. Moreover, we present an axiom for demand functions. We show that under the strong axiom, this new axiom is equivalent to the existence of the corresponding continuous preference relation. If the demand function obeys this axiom, the calculated utility function is also continuous. Further, we show that the mapping from the demand function into a continuous preference relation is continuous, which ensures the applicability of our results for econometrics. Moreover, if this demand function satisfies the rank condition, then our utility function is smooth. Finally, we show that under an additional axiom, the above results hold even if the demand function has corner solutions.     

Is the environment‐friendly factor attractive to customers when purchasing electric vehicles? Evidence from South Korea

In a bid to reduce greenhouse gas emissions, several countries worldwide are implementing policies to promote electric vehicles (EVs). However, contrary to expectations, the diffusion speed of EVs has been rather slow in South Korea. This study analyzes consumer preferences for the technological and environmental attributes of EVs and derives policy and environmental implications to promote market diffusion of EVs in South Korea. We conduct a choice‐based conjoint survey of 1,008 consumers in South Korea and estimate the consumer utility function using a mixed logit model considering consumer heterogeneity. Based on the consumer utility function, we analyze consumers' willingness‐to‐pay (WTP) for EV attributes such as driving range, charging method, charging time, autonomous driving function, carbon dioxide (CO₂) reduction rate, and purchase price. The results indicate that the current low acceptance of EVs is due to their relatively high price and lack of a battery charging technology that satisfies consumers' expectations of the charging method and time. One interesting finding is that Korean consumers have a relatively higher WTP for the CO₂ reduction rate of EVs than consumers in other countries; however, they do not consider CO₂ reduction over other technological attributes when choosing EVs. This implies that the rate of CO₂ reduction of EVs is not an important factor for South Korean consumers when buying EVs. We also calculate the effect of CO₂ reduction with the market penetration of EVs and find that CO₂ reduction through the diffusion of EVs depends on the country's electricity generation mix.     

Multi-lateral strategic bargaining without stationarity

This paper establishes existence of subgame perfect equilibrium in pure strategies for a general class of sequential multi-lateral bargaining games, without assuming a stationary setting. The only required hypothesis is that utility functions are continuous on the space of economic outcomes. In particular, no assumption on the space of feasible payoffs is needed. The result covers arbitrary and even time-varying bargaining protocols (acceptance rules), externalities, and other-regarding preferences. As a side result, we clarify the meaning of assumptions on “continuity at infinity.”     

Spatial Mismatch and Social Acceptability

Research on spatial mismatch has focused on its effects on job access, but not on the mechanisms through which the effects operate. We explore one such mechanism—namely, that blacks do not search for suburban jobs because they are not socially accepted in the suburbs. Using data from the Greater Atlanta Neighborhood Study, we find that a black person's perception of his or her acceptance in a job search area has a small, but statistically significant effect on the probability of searching for a job in that area. Limitations associated with our measure of social acceptance suggest that the results should be considered suggestive.     

Kosten-optimale Prüfpläne für die Gut-Schlecht-Prüfung

Summary A lot is accepted if the number of defective units in a sample of sizen does not exceed the acceptance numberc. The usefulness of the sampling plan (n, c) is described by the regret function. This regret functionR(p), depending on the proportionp of defective units in the lot, is the expectation of the avoidable costs. There always exists an optimum sampling plan which minimizes the maximum ofR(p). The dependence of the maxima ofR(p) onn andc is studied and some theorems are given which are useful for calculating the minimax solution, that is the optimum sampling plan.      

On the smoothness of optimal paths

Abstract The aim of this paper is to study the differentiability property of optimal paths in dynamic economic models. We address this problem from the point of view of the differential calculus in sequence spaces which are infinite-dimensional Banach spaces. We assume that the return or utility function is concave, and that optimal paths are interior and bounded. We study the C ^r differentiability of optimal paths vis-à-vis different parameters. These parameters are: the initial vector of capital stock, the discount rate and a parameter which lies in a Banach space (which could be the utility function itself). The method consists of applying an implicit function theorem on the Euler–Lagrange equation. In order to do this, we make use of classical conditions (i.e., the dominant diagonal block assumption) and we provide new ones. Mathematics Subject Classification (2000): 90A16, 49K40, 93C55 Journal of Economic Literature Classification: C161, D99, O41