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How to Construct a Lower Risk FOF Based on Correlation Network? The Method of Principal Component Risk Parity Asset Allocation
by
Zhang, Junting
, Liu, Haifei
, Liu, Kai
, Bai, Wei
in
Asset allocation
/ Complex Systems
/ Control
/ Income distribution
/ Investors
/ Mathematics
/ Mathematics and Statistics
/ Mathematics of Computing
/ Mutual funds
/ Operations Research/Decision Theory
/ Parity
/ Portfolio diversification
/ Portfolio management
/ Principal components analysis
/ Risk
/ Statistics
/ Systems Theory
2024
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How to Construct a Lower Risk FOF Based on Correlation Network? The Method of Principal Component Risk Parity Asset Allocation
by
Zhang, Junting
, Liu, Haifei
, Liu, Kai
, Bai, Wei
in
Asset allocation
/ Complex Systems
/ Control
/ Income distribution
/ Investors
/ Mathematics
/ Mathematics and Statistics
/ Mathematics of Computing
/ Mutual funds
/ Operations Research/Decision Theory
/ Parity
/ Portfolio diversification
/ Portfolio management
/ Principal components analysis
/ Risk
/ Statistics
/ Systems Theory
2024
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
How to Construct a Lower Risk FOF Based on Correlation Network? The Method of Principal Component Risk Parity Asset Allocation
by
Zhang, Junting
, Liu, Haifei
, Liu, Kai
, Bai, Wei
in
Asset allocation
/ Complex Systems
/ Control
/ Income distribution
/ Investors
/ Mathematics
/ Mathematics and Statistics
/ Mathematics of Computing
/ Mutual funds
/ Operations Research/Decision Theory
/ Parity
/ Portfolio diversification
/ Portfolio management
/ Principal components analysis
/ Risk
/ Statistics
/ Systems Theory
2024
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How to Construct a Lower Risk FOF Based on Correlation Network? The Method of Principal Component Risk Parity Asset Allocation
Journal Article
How to Construct a Lower Risk FOF Based on Correlation Network? The Method of Principal Component Risk Parity Asset Allocation
2024
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Overview
In order to build a low-risk Fund of Funds (FOF), from the perspective of correlation, the principal component factor is used to improve the traditional risk parity model. Principal component analysis is used to decompose the underlying assets and generate unrelated principal component factors, and then the authors can construct a principal component risk parity portfolio. The proposed empirical results based on China’s mutual fund market show that the performance of principal component risk parity portfolio (PCRPP) is better than that of equal weight portfolio (EWP) and traditional risk parity portfolio (RPP). That is to say, not only the PCRPP in this paper has much lower risk than EWP and RPP, but also slightly better than EWP and RPP in terms of average return. Moreover, the study of dividing the underlying assets shows that the PCRPP in this paper is not sensitive to the underlying assets. The PCRPP in this paper is better than EWP and RPP for both the better performing funds and the worse performing funds. In addition, the empirical results on dynamic portfolio adjustments show that it is not appropriate to adjust asset allocation too frequently when the expected rate of return is calculated using the arithmetic mean.
Publisher
Springer Berlin Heidelberg,Springer Nature B.V
Subject
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