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基于风险最小化的期货套期保值比率的确定
引用本文:屈小博,霍学喜,程瑾涛. 基于风险最小化的期货套期保值比率的确定[J]. 西北农林科技大学学报(社会科学版), 2004, 4(2): 65-68
作者姓名:屈小博  霍学喜  程瑾涛
作者单位:西北农林科技大学,经济管理学院,陕西,杨凌,712100
摘    要:现实中有不少期货合约的套期保值会有损失,即面临基差风险,期货套期保值只是通过使结果更确定以减少风险,用基差风险取代现货市场价差风险。通过对套期保值避险原理和基差风险的阐述,应用概率统计的方差分析和微积分知识,采用数学推理来确定最佳套期保值比率,使风险最小化。说明通常假定的套期保值比率为1并非最佳。

关 键 词:基差风险  方差分析  最佳套期保值比率
文章编号:1009-9107(2004)02-0065-04
修稿时间:2003-08-25

The Ascertainment of Future Hedge Ratio for Minimum Risk
QU Xiao-bo,HUO Xue-xi,CHENG Jin-tao. The Ascertainment of Future Hedge Ratio for Minimum Risk[J]. Journal of Northwest A&F University(Social Science Edition), 2004, 4(2): 65-68
Authors:QU Xiao-bo  HUO Xue-xi  CHENG Jin-tao
Abstract:In real life, the hedge of quite a few future contracts will lose their value,in other word, they will face basic risk. Future hedge ratio aims to reduce risks by replacing price risk in spot market with basic risk, which can determine the risk. This paper, with an introduction of basic risk and risk-avoiding theory of hedge ratio, shows the reader a new way to ascertain the best hedge ratio for the minimum risks by applying mathematical knowledge such as probability statistics and analysis of variance to the inference process. It concludes that 1 is not the best hedge ratio though it was frequently assumed so.
Keywords:basis risk  variance analysis  the best hedge ratio  
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