首页> 外文学位 >Optimal rebalancing period and optimal size for market neutral portfolios.
【24h】

Optimal rebalancing period and optimal size for market neutral portfolios.

机译:市场中立投资组合的最佳平衡期和最佳规模。

获取原文
获取原文并翻译 | 示例

摘要

The first part of the research uses contemporary data (CRSP and COMPUSTAT data from 1989–2000) to test the validity of the 3-factor model as presented in Fama-French (1996). The performances of three different market neutral (long/short equity) trading strategies are examined. I investigate whether the behavior of returns on factors, price momentum and earnings momentum portfolios can be explained by factors related to size and book-to-market.; In the second study, the trading strategy that provides the best performance is chosen to determine the optimal portfolios rebalancing period and the optimal portfolio size. In this case, further tests on the market neutral (long/short equity) portfolio in the price momentum strategy are performed. In additional to the transaction cost for institutional ownership, return on the short-sale portfolio is further adjusted by using the technique expressed in Alexander (1993). The final study compares the effects of the trading mechanism on the selection of the winner and loser portfolios in the formation period. 2-year transaction data from July 1997 to June 1999 are used in this study.; Transaction costs play a role in determining the optimal holding period for the portfolios. Optimal holding periods for the long, short and market neutral (long/short equity) portfolios changes as transaction costs are included. The optimal holding period(s) ranges from six to nine months depending upon the type of portfolios being considered. Optimal efficiency occurs somewhere between 20–80 securities in the portfolios, and loss of efficiency with more than 100 securities in the portfolios. The adjusted short and market neutral portfolios' returns exhibit similar graphical patterns as the ones in original short and market neutral portfolios. However, these adjusted portfolio returns are amplified.; The evidence in the final study suggests that Open-to-Open portfolios have higher average returns, greater dispersion of average returns and smaller average market capitalization than the Close-to-Close portfolios. It is found that the market neutral portfolio's return under the Trade Price Method is between 200–300 basis points higher than the portfolio's return under the Bid-Ask Price Method; but the timing of the trade execution does not affect the average monthly portfolio returns significantly. Firms in the loser portfolios have a wider spread. The range of the average quote spreads and that of the effective spreads are wider for the loser portfolio. These results can be interpreted as being consistent with the components of the bid-ask spread suggested by Benston and Hagerman (1974) and Glosten (1987).
机译:研究的第一部分使用当代数据(1989-2000年的CRSP和COMPUSTAT数据)来检验Fama-French(1996)提出的三因素模型的有效性。研究了三种不同的市场中立(多头/空头股票)交易策略的表现。我调查了是否可以通过与规模和账面市值有关的因素来解释收益率在要素,价格动量和收益动量投资组合上的行为。在第二项研究中,选择提供最佳性能的交易策略来确定最佳投资组合再平衡期和最佳投资组合规模。在这种情况下,将对价格动量策略中的市场中立(多头/空头股票)投资组合进行进一步测试。除了机构拥有权的交易成本外,通过使用Alexander(1993)中表达的技术进一步调整了卖空投资组合的收益。最终研究比较了交易机制在形成期间对获胜者和失败者投资组合选择的影响。本研究使用1997年7月至1999年6月的两年交易数据。交易成本在确定投资组合的最佳持有期限方面发挥着作用。当包括交易成本时,多头,空头和市场中立(多头/空头股票)投资组合的最优持有期会发生变化。最佳持有期从六个月到九个月不等,具体取决于要考虑的投资组合的类型。最佳效率发生在投资组合中的20–80个证券之间,而效率损失则出现在投资组合中的100多个证券中。调整后的空头和市场中性投资组合的回报表现出与原始空头和市场中性投资组合类似的图形模式。但是,这些调整后的投资组合收益会放大。最终研究中的证据表明,与“封闭交易”组合相比,“开放交易”组合具有更高的平均回报率,更大的平均回报分散度和更小的平均市值。结果发现,采用交易价格法的市场中性投资组合的收益要比基于买价法的投资组合的收益高200-300个基点之间。但是交易执行的时间不会显着影响平均每月投资组合收益。失败者投资组合中的公司分布更广。失败者投资组合的平均报价利差和有效利差的范围更大。这些结果可以解释为与Benston和Hagerman(1974)和Glosten(1987)提出的买卖价差的成分一致。

著录项

  • 作者

    Yu, Susana.;

  • 作者单位

    City University of New York.;

  • 授予单位 City University of New York.;
  • 学科 Economics Finance.
  • 学位 Ph.D.
  • 年度 2002
  • 页码 125 p.
  • 总页数 125
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 财政、金融;
  • 关键词

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号