均值-方差法中收益隐含分布的最优货币投资组合

IF 2.5 Q2 ECONOMICS
Yuta Hibiki, Takuya Kiriu, Norio Hibiki
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引用次数: 0

摘要

在本研究中,我们利用均值-方差法中的隐含收益分布构建了最优货币投资组合,并通过回溯测试检验了其表现。我们从货币期权价格数据中估计了隐含预期现货回报率、隐含波动率和隐含相关性,并提出了一种在没有历史数据的情况下构建完全前瞻性最优货币投资组合的方法。我们在 2006 年 1 月至 2020 年 10 月期间对由七种货币(日元、瑞士法郎、欧元、英镑、澳元、新西兰元和加元)组成的货币投资组合与美元和美元利率进行了回溯测试,并检验了所提方法的实用性。我们发现,在以往使用历史数据的研究中,建议的方法比传统方法产生了更高的性能。此外,研究还证明,造成拟议方法与传统方法之间性能差距的主要因素是即期回报的高预测能力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Optimal Currency Portfolio with Implied Return Distribution in the Mean-Variance Approach

Optimal Currency Portfolio with Implied Return Distribution in the Mean-Variance Approach

Optimal Currency Portfolio with Implied Return Distribution in the Mean-Variance Approach

In this study, we construct an optimal currency portfolio using the implied return distribution in the mean-variance approach and examine the performance through a backtest. We estimate the implied expected spot return, implied volatility, and implied correlation from currency option price data, and propose a method of constructing a fully forward-looking optimal currency portfolio without historical data. We implement the backtest from January 2006 to October 2020 on a currency portfolio comprising seven currencies (the Japanese yen, the Swiss franc, the euro, the British pound, the Australian dollar, the New Zealand dollar, and the Canadian dollar) against the US dollar and US-dollar interest rate, and examine the usefulness of the proposed method. We find that the proposed method yields a higher performance than the conventional method in previous studies that use historical data. Furthermore, it is evidenced that the main factor in the performance gap between the proposed and the conventional methods is the high predictive power of the spot return.

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来源期刊
CiteScore
3.00
自引率
0.00%
发文量
34
期刊介绍: The current remarkable growth in the Asia-Pacific financial markets is certain to continue. These markets are expected to play a further important role in the world capital markets for investment and risk management. In accordance with this development, Asia-Pacific Financial Markets (formerly Financial Engineering and the Japanese Markets), the official journal of the Japanese Association of Financial Econometrics and Engineering (JAFEE), is expected to provide an international forum for researchers and practitioners in academia, industry, and government, who engage in empirical and/or theoretical research into the financial markets. We invite submission of quality papers on all aspects of finance and financial engineering. Here we interpret the term ''financial engineering'' broadly enough to cover such topics as financial time series, portfolio analysis, global asset allocation, trading strategy for investment, optimization methods, macro monetary economic analysis and pricing models for various financial assets including derivatives We stress that purely theoretical papers, as well as empirical studies that use Asia-Pacific market data, are welcome. Officially cited as: Asia-Pac Financ Markets
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