Mean-reversion risk and the random walk hypothesis

被引:0
作者
Jones, C. Kenneth [1 ,2 ]
机构
[1] Portfolio Networks, Gainesville, FL USA
[2] Portfolio Networks, 2603 NW 13th St 219, Gainesville, FL 32609 USA
关键词
additive market noise; calendar anomalies; frequency domain digital signal processing; long horizon risk; mean-reversion risk; LIFETIME PORTFOLIO SELECTION; STOCK RETURNS; TIME; SEASONALITY; TESTS; SIZE; VOLATILITY; JANUARY; PRICES; MODEL;
D O I
10.1002/rfe.1184
中图分类号
F8 [财政、金融];
学科分类号
0202 ;
摘要
The nature of risk and long-term returns is not fully understood. There is need for a measure of long-term risk at multiple horizons. Frequency domain digital signal processing, with an additive noise model, tests the random walk hypothesis for individual firm total and idiosyncratic risk at 2-month to 4-year periods. All firms have significant 12-month risk. Monthly effects influence small firms. Large firm total risk and mid-cap firm idiosyncratic risk are influenced by annual and 8-year mean reversions. Large firm idiosyncratic risk has 4-year mean-reversion risk. Results suggest that single-period risk is composed of multiple long-term calendar and non-calendar-length variances.
引用
收藏
页码:493 / 516
页数:24
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