衡平法
经济
随机游动
计量经济学
分类
金融经济学
资本市场
简单(哲学)
ARCH模型
资产(计算机安全)
金融市场
计算机科学
数学
波动性(金融)
统计
财务
哲学
计算机安全
认识论
政治学
法学
情报检索
作者
A. R. Pagan,Kirill Sossounov
摘要
Abstract Bull and bear markets are a common way of describing cycles in equity prices. To fully describe such cycles one would need to know the data generating process (DGP) for equity prices. We begin with a definition of bull and bear markets and use an algorithm based on it to sort a given time series of equity prices into periods that can be designated as bull and bear markets. The rule to do this is then studied analytically and it is shown that bull and bear market characteristics depend upon the DGP for capital gains. By simulation methods we examine a number of DGPs that are known to fit the data quite well—random walks, GARCH models, and models with duration dependence. We find that a pure random walk provides as good an explanation of bull and bear markets as the more complex statistical models. In the final section of the paper we look at some asset pricing models that appear in the literature from the viewpoint of their success in producing bull and bear markets which resemble those in the data. Copyright © 2002 John Wiley & Sons, Ltd.
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