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股指期货套利交易研究 Stock index futures arbitrage trading research [2]

论文作者:meisishow论文属性:课程作业 Coursework登出时间:2014-06-14编辑:meisishow点击率:5066

论文字数:3658论文编号:org201406141207452012语种:英语 English地区:加拿大价格:免费论文

关键词:股指期货无套利定价套利Stock index futures

摘要:股指期货是一种重要的金融衍生产品,其具有价格发现、套期保值的基本功能,同时还具有投机、套利等资产配置功能。其中,利用股指期货进行套利交易不仅有利于股指期货功能的发挥,也是投资者运用股指期货进行套期保值、规避风险的前提条件。

tures, banal basis arbitrage abbreviate affairs methods.


Second, the banal basis futures arbitrage-free pricing

二、股指期货无套利定价

Holding amount archetypal is the banal basis futures appraisement archetypal is the a lot of broadly used, is based on the approach of banking assets to achieve the two accept the aforementioned form, at the aforementioned time, its amount accept to be consistent, contrarily the attendance of aught accident arbitrage profits. At time t, Action A: buy a assemblage in Shanghai and Shenzhen 300 basis futures contract; Action B: Certain absorption amount costs to buy CSI 300 basal stocks agnate to the combination. In banal basis futures arrangement ability T, A action to access a amalgamation of CSI 300 stocks, and cardinal amount of T B should be the aforementioned time, so the two strategies at time t banknote breeze should be the same.


Which, St, ST is t, the atom amount of the balance portfolio at time T, Ft, FT is t, the amount of a futures arrangement at time T, r is the certain borrowing rate, D is the sum of the banal allotment banal portfolio from time T obtained.


Based on the aloft basal principles, in a absolute bazaar conditions: (1) No tax and transaction costs; (2) the borrowing of funds constant with the absorption rate; (3) banal basis bassinet of stocks included in absolute short; (4) Assets transaction arrangement of time to determine) accept ST-FT =-St (1 + r) tT-r + ST + D access a futures arrangement at a reasonable amount for the time T: FT = St (1 + r) tT-rD, That moment T banal basis futures affairs prices should be according to the agnate banal portfolio bare the sum of the amount of T benefit time. The annualized allotment D, bold an annualized allotment amount of banknote disinterestedness portfolio rd, in the case of simple absorption and admixture interest, futures arrangement prices in two forms namely: FT =-S t [1 + (r-rd) (Tt) / 365] (simple interest), FT = Se (r-rd) (Tt) / 365t (continuous compounding).


There is a appraisement archetypal based on futures prices futures amount expectations theory, the approach that the amount of a futures arrangement is no aberration of the accepted amount of approaching atom prices.


Theoretical amount basis futures arrangement amount should be according to the atom basis amount + amount - allotment income. Already the two ranges, it appears arbitrage opportunities.


Actual bazaar environment, alignment from its banal basis futures arrangement amount approach is a accustomed price, not the amount if the bearings occurs with the abstract amount alignment from, we can accomplish a profit, because of the attendance of transaction costs. In fact, the absolute lending amount is inconsistent bazaar environment, the top befalling amount of funds, ambiguous futures atom transaction fees, appulse costs, taxes, allotment yield, the futures and the atom agnate to the tracking error, the futures and atom trading rules transaction costs as a aftereffect of authoritative the banal basis futures abstract amount (ie atom amount index) arise down the no-arbitrage boundaries.

 

In accession to transaction costs visible, we accept to accede the befalling amount of capital, we accept that small-scale arbitra论文英语论文网提供整理,提供论文代写英语论文代写代写论文代写英语论文代写留学生论文代写英文论文留学生论文代写相关核心关键词搜索。

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