Contratos de aliança e formas híbridas de contratos de construção

Este trabalho analisa a sistemática de contratações inerentes à atividade de construção civil, inserida num ambiente de liberdade de contratação e levando em consideração a criação de modelos atípicos e, portanto, híbridos. Para tal, faz-se necessária uma gama de subsídios: aplicação de argumentos econômicos; capacidade de operacionalizar objetivamente as demandas oriundas de tais modalidades de contratos, que sempre visa maximizar seus resultados; necessidade de velocidade e economia de tempo nas construções. Há de se destacar que os referidos modelos de contrato são híbridos, sim, mas nem por isso ilícitos, posto que, no direito brasileiro, vigora o princípio de liberdade de contratar, desde que tais contratações estejam assentadas em princípios básicos estabelecidos por lei, quais sejam: objeto lícito, agentes capazes e atendimento à forma prescrita ou não defesa em lei. Esse ambiente de liberdade de contratação propiciou a criação de modelos atípicos e moventes de contratos de construção, que variam e se mesclam entre si sob os mais diversos aspectos, com destaque para: alocação de riscos; forma de remuneração e aplicação de penalidades, o que impacta diretamente na forma, conteúdo e valor do orçamento a ser apresentado. Desse modo, é imperioso que as rédeas desses diversos modelos de contratação estejam direcionadas pelo racional econômico, não só em grandes obras de infraestrutura, mas também em outros empreendimentos, fazendo emergir uma cultura de participação entre os contratantes, de forma a propiciar obras mais rápidas e com um menor custo, que seria de fundamental importância para o desenvolvimento do país.

The ex-Ante non-optimality of the Dempster-Schafer updating rule for ambiguous beliefs

The most widely used updating rule for non-additive probalities is the Dempster-Schafer rule. Schmeidles and Gilboa have developed a model of decision making under uncertainty based on non-additive probabilities, and in their paper “Updating Ambiguos Beliefs” they justify the Dempster-Schafer rule based on a maximum likelihood procedure. This note shows in the context of Schmeidler-Gilboa preferences under uncertainty, that the Dempster-Schafer rule is in general not ex-ante optimal. This contrasts with Brown’s result that Bayes’ rule is ex-ante optimal for standard Savage preferences with additive probabilities.

Interests prices and the Barosky - Summers resolution of the Gibson paradox under the gold standard

This paper presents a structural monetary úamework featunng a demand function for non-monetary uses of gold, such as the one drawn by Barsky and Summers in their 1988 analy8ÚI of the Gibson Paradox as a natural concomitant of the gold standard period. That structural model predicts that the laws of behavior of nominal prices and interest rates are functions of the rules set by the government to command the money supply. !ta fiduciary vemon obtaina Fisherian relationships &8 particular cases. !ta gold atandard 801ution yields a modelsimilar to the Barsky and Summers model, in which interest rates are exogeneous and subject to shocb. This paper integrates governnment bonds into the analysis, treats interest rates endogenously, and ahifts the responsibility for the shocb to the government budgetary financing policies. The Gibson paradox appears as "practically" the only cl&18 of behavioral pattern open for interest rates and price movements under apure gold standard economy. Fisherian-like relationshipe are utterly ruled out.

On the optimality of the Friedman Rule with heterogeneous agents and non-linear income taxation

We study the optimal “inflation tax” in an environment with heterogeneous agents and non-linear income taxes. We first derive the general conditions needed for the optimality of the Friedman rule in this setup. These general conditions are distinct in nature and more easily interpretable than those obtained in the literature with a representative agent and linear taxation. We then study two standard monetary specifications and derive their implications for the optimality of the Friedman rule. For the shopping-time model the Friedman rule is optimal with essentially no restrictions on preferences or transaction technologies. For the cash-credit model the Friedman rule is optimal if preferences are separable between the consumption goods and leisure, or if leisure shifts consumption towards the credit good. We also study a generalized model which nests both models as special cases.

Can deviation from standard beauty become appealing?: an age perspective

When exploring new perspectives on the impact of non-idealized vs. idealized body image in advertising, studies have focused mainly on body size, i.e., thin vs. heavy (Antioco et al., 2012; Smeesters & Mandel, 2006). Age remains largely unexplored, and the vast majority of ads in the market depict young models. The purpose of this research is therefore to investigate which images in advertisements – young or mature models – are more persuasive for older women (40+ years old). In this investigation, two studies were conducted. The first part was an exploratory analysis with a qualitative approach, which in turn helped to formulate the hypothesis tested in the subsequent experiment. The results of the in-depth interviews suggested a conflict over notions of imprisonment (need to follow beauty standards) and freedom (wish to deviate). The results of the experiment showed essentially that among older consumers, ads portraying older models were as persuasive as ads portraying younger models. Limitations and future research are discussed.

Non-asymptotic confidence bounds for the optimal value of a stochastic program

We discuss a general approach to building non-asymptotic confidence bounds for stochastic optimization problems. Our principal contribution is the observation that a Sample Average Approximation of a problem supplies upper and lower bounds for the optimal value of the problem which are essentially better than the quality of the corresponding optimal solutions. At the same time, such bounds are more reliable than “standard” confidence bounds obtained through the asymptotic approach. We also discuss bounding the optimal value of MinMax Stochastic Optimization and stochastically constrained problems. We conclude with a small simulation study illustrating the numerical behavior of the proposed bounds.