预测消费:实时数据的教训

Riccardo DiCecio, Charles S. Gascon
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引用次数: 0

摘要

美国房地产和金融市场的持续危机加剧了人们对即将到来的经济衰退的担忧,而经济衰退通常会导致GDP连续两个季度出现负增长。自20世纪50年代初以来的所有衰退,除了2001年的那次,都包括个人消费支出(PCE)的收缩。由于大约70%的国内生产总值可归因于商品和服务的个人消费支出,消费支出的任何收缩都会严重影响经济增长。美国经济分析局(BEA)衡量GDP,并在每个季度结束后两个月公布该季度的GDP预测除了公布总产出数据外,经济分析局还公布GDP各组成部分的数据:个人消费支出(PCE)、投资、政府支出和净出口。与其他组成部分不同的是,个人消费支出估计也是作为东亚局“个人收入和支出”报告的一部分每月发布的。季度个人消费支出是一个季度中三个月的月度个人消费支出的平均值,而月度和季度数据随后都会被多次修正。这些月度个人消费支出数据最近备受关注:事实证明,特定季度第二个月的个人消费支出数据与整个季度的数据接近。例如,2008年2月(3月28日报告)个人消费支出为83655亿美元;2008年第一季度个人消费支出(5月1日公布)为83691亿美元。使用第二个月作为季度平均值的依据很简单:它可以更早获得——比季度数据提前发布一个月。它也相当可靠:平均而言,经济倾向于增长;如果一个季度内每月的消费增长率不变,则第二个月的个人消费支出接近该季度的平均值。该图表使用实时数据绘制了自1991年以来PCE的近似值(第二个月)和实际增长率:也就是说,图表上每个点的增长率仅使用研究人员在估计时可用的数据计算。2008年第三季度的估计数据为- 2.3%,表明个人消费支出自1991年第四季度以来首次下降。平均而言,第二个月的个人消费支出接近季度报告数据;然而,它对提前发布的预测比样本平均低0.15个百分点。图表中两个序列的相关系数为0.90。当数据被修正时,这两个序列之间的大部分差异就消失了。事实上,实际的季度个人消费支出增长率和使用第二个月数据的近似值几乎是完美的,当两个增长率都使用当前数据计算时,差异仅为0.03个百分点。总而言之,这个简单的计算可以在经济分析局首次官方数据发布前一个月提供一个相当准确的季度消费增长率的图景。此外,使用实时(或未修改)数据对于评估此计算或任何计算的性能至关重要。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Predicting consumption: a lesson in real-time data
Continuing crises in U.S. housing and financial markets have increased concerns about an impending recession, which typically involves two quarters of negative GDP growth. All recessions since the early 1950s, except the one in 2001, included a contraction in personal consumption expenditures (PCE). Because roughly 70 percent of the country’s GDP can be attributed to PCE on goods and services, any contraction in consumption expenditures weighs heavily on economic growth. The Bureau of Economic Analysis (BEA) measures GDP and, two months after the end of each quarter, releases its GDP estimates for that quarter.1 In addition to releasing data on total output, the BEA releases data on each component of GDP: PCE, investment, government expenditures, and net exports. Unlike the other components, PCE estimates are also released monthly as part of the BEA’s “Personal Income and Outlays” report. Quarterly PCE is the average of monthly PCE over the three months in the quarter, and both monthly and quarterly data are subsequently revised multiple times. These monthly PCE releases have been spotlighted recently: As it turns out, the PCE measure for the second month of a given quarter is close to the measure for the entire quarter. For example, the PCE for February 2008 (reported March 28) was $8,365.5 billion; the advance release of 2008:Q1 PCE (reported May 1) was $8,369.1 billion. The rationale for using the second month as a proxy for a quarter’s average is simple: It is available sooner— one month before the advance release of the quarterly figure. It is also quite reliable: On average, the economy tends to grow; if the growth rate of consumption from month to month within a quarter is constant, the PCE for the second month is close to that quarter’s average. The chart plots the approximated (second-month) and actual growth rates of PCE since 1991 using real-time data: That is, the growth rates at each point on the chart are computed using only the data that would have been available to a researcher at the time of the estimate. The approximated measure for 2008:Q3 is –2.3 percent, suggesting the first decline in PCE since the fourth quarter of 1991. On average, the second-month PCE is close to the reported quarterly data; however, it under predicts the advance release by an average of 0.15 percentage points over the sample. The correlation between the two series in the chart is 0.90. Most of the difference between the two series disappears when data are revised. In fact, the actual quarterly PCE growth rate and the approximation using second-month data is almost perfect, differing by only 0.03 percentage points when both growth rates are computed using current data. In summary, this simple calculation can provide a quite accurate picture of the quarterly consumption growth rate a month ahead of the BEA’s first official release. In addition, the use of real-time (or unrevised) data is essential for evaluating the performance of this or any calculation.
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