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Information processing model of subjective estimates of the evolution of dynamic processes illustrated for anticipated future mortgage rates

机译:预期未来抵押贷款利率所示动态流程演变的主观估计信息处理模型

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In recent years, the importance of incorporating attribute uncertainty in models of spatial choice behaviour has been recognized in urban planning research. The majority of studies concerned with decision-making under uncertainty assume some a-priori probability distribution for discrete attribute levels or continuous attribute values. Consequently, it has been implicitly assumed that the decision maker perceives the uncertain attributes as reflected in the presumed discrete or continuous probability distributions. This assumption may, however, not be necessarily true. Capturing the shape of the probability distributions from the decision maker's perspective likely increases the accuracy of models of decision-making under uncertainty. The aim of the current paper, therefore, is to develop an approach for measuring and modelling individuals' subjective beliefs about uncertain attributes. The approach is illustrated using beliefs about future mortgage rates as an example. To understand the impact of trends in the data, we experimentally changed the trends in mortgage rates over 20 years with 5 years intervals and analysed the impact of such trends on subjective beliefs of anticipated future mortgages. More specifically, four patterns of the evolution of mortgage rates were created, i.e. monotonically increasing, monotonically decreasing, increasing for the first four intervals and then decreasing, and decreasing for the first four intervals and then increasing. Results suggest that the shape of the pattern (nature of the trend) significantly influences subjective probability assessments of future mortgage rates.
机译:近年来,在城市规划研究中得到了在空间选择行为模型中纳入属性不确定性的重要性。关于不确定性的决策的大多数研究假设用于离散属性级别或连续属性值的一些先验概率分布。因此,已经隐含地假设决策者认为在假定的离散或连续概率分布中反映的不确定属性。然而,这种假设可能不一定是真的。从决策者的角度捕获概率分布的形状可能会在不确定性下提高决策模型的准确性。因此,目前的论文的目的是制定一种测量和建模个人主观信仰的方法,了解不确定属性。使用关于未来抵押贷款利率的信仰来说明该方法作为示例。要了解数据趋势对数据的影响,我们通过5年间隔进行了7多年的抵押贷款利率的趋势,并分析了这些趋势对预期未来抵押贷款的主观信仰的影响。更具体地,创建了四种抵押率的演变模式,即单调增加,单调地减小,增加前四个间隔,然后降低,并降低前四个间隔,然后增加。结果表明,图案的形状(趋势的性质)显着影响未来抵押贷款利率的主观概率评估。

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