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The Relationship between the Economic Policy Uncertainty and the Cryptocurrency Market Hui-Pei Cheng Assistant Professors , Kuang-Chieh Yen Assistant Professors PII: DOI: Reference:
S1544-6123(19)30959-6 https://doi.org/10.1016/j.frl.2019.101308 FRL 101308
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Finance Research Letters
Received date: Revised date: Accepted date:
6 September 2019 16 September 2019 6 October 2019
Please cite this article as: Hui-Pei Cheng Assistant Professors , Kuang-Chieh Yen Assistant Professors , The Relationship between the Economic Policy Uncertainty and the Cryptocurrency Market, Finance Research Letters (2019), doi: https://doi.org/10.1016/j.frl.2019.101308
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Highlights
This paper investigates whether the economic policy uncertainty (EPU) index provided by Baker et al. (2016) can predict cryptocurrency returns.
We show that the China EPU index can predict the Bitcoin monthly returns.
China’s ban on crypto-trading results in a response in the returns of Bitcoin.
The Relationship between the Economic Policy Uncertainty and the Cryptocurrency Market Hui-Pei Cheng and Kuang-Chieh Yen1
September 2019
Abstract
In this paper, we investigate whether the economic policy uncertainty (EPU) index provided by Baker et al. (2016) can predict cryptocurrency returns. We show that the EPU index of China can predict the Bitcoin monthly returns while that of U.S. or other Asian countries has no predictive power. Furthermore, the China EPU index has no predictive power for the other main cryptocurrencies. Moreover, China’s ban on crypto-trading affects the returns of Bitcoin only among the main cryptocurrencies. JEL: C22, G15, D81 Keywords: Bitcoin, Cryptocurrencies, Economic policy uncertainty, China
1
Hui-Pei Cheng (
[email protected]) and Kuang-Chieh Yen (corresponding author:
[email protected]) are both Assistant Professors in Department of Economics at Soochow University, Taiwan. Address for correspondence: Department of Economics, School of Business, Soochow University, 56, Kuei-Yang St. Sec. 1, Taipei 100, Taiwan. The authors are grateful to the Ministry of Science and Technology of Taiwan for the financial support provided for this study
1. Introduction The cryptocurrency has become attractive to investors as it is often considered a ―safe haven‖ asset (Dyhrberg, 2016; Wang et al., 2019). Recent studies have begun exploring the predictors of the returns of cryptocurrencies due to the inefficient Bitcoin market (Urquhart, 2016; Hu et al., 2019). 2 For instance, studies find that returns can be predicted by crypto-market factors such as the cryptocurrency’s technical indicators (Gerritsen et al., 2019), the impact of media attention (Philippas et al., 2019), the mean-reverting property of return (Turatti et al., 2019), and the conditional tail risk (Borri, 2019). In addition, several studies show that macroeconomic situations may also be related to the returns of cryptocurrencies (Cheng and Yen, 2019). Few studies discuss whether economic policy uncertainty (EPU) may affect the returns of cryptocurrencies. Demir et al. (2018) show that the U.S. EPU index is negatively related to the Bitcoin daily return. Moreover, Wu et al. (2019) find that Bitcoin and gold cannot hedge well against the U.S. EPU risk. However, no studies explore the impact of EPU across countries on the returns of cryptocurrencies. Therefore, this paper explores whether the EPU index of different countries can predict the returns of cryptocurrencies. To explore this idea, we link the returns of cryptocurrencies to the EPU index developed by Baker et al. (2016). The index, which is on a monthly basis, is designed to measure the economic policy uncertainty of a country. The country samples used in our analysis are the United States (U.S.), China, Japan, and (South) Korea.3 We find
2
Tiwari et al. (2018) and Vidal-Tomás and Ibañez (2019) indicate that Bitcoin has become more efficient than before. Moreover, Corbet et al. (2019) show that cryptocurrency architecture can reduce transaction fees and thus can increase the efficiency of cryptocurrency trading. 3 These four countries are relevant to the development of the cryptocurrency market. The United States has the largest and most popular Bitcoin futures trading capacity. Japan and Korea have more complete
that the change rate of the China EPU can positively predict the Bitcoin monthly returns. However, the change in the U.S. EPU index has no apparent predictive ability for Bitcoin future returns. We also find that Japan and Korea have results similar to those of the United States. Finally, we show that the ban on cryptocurrency trading announced by the Chinese government in September of 2017 can enhance the predictive ability of the China EPU for Bitcoin returns. This finding suggests that the policy itself indeed had a significant effect on Bitcoin returns. In general, the positive linkage between the EPU index and Bitcoin future returns can be explained by the behaviour of investors. When investors observe an increase in EPU, especially from China since the largest Bitcoin mining pools are based in China (Ma et al., 2018), they may expect to suffer a loss in the Bitcoin market. Thus, they short Bitcoin and long other financial assets. However, as time goes by, uncertainty in the Bitcoin market decreases since investors can collect more information from the market.4 Therefore, they may short their other financial assets and long Bitcoin, and then increase the Bitcoin return as the demand for Bitcoin increases. Moreover, policy changes in China may further reduce uncertainty in the Bitcoin market, resulting in an increase in Bitcoin returns. We extend the study of Demir et al. (2018) in two important ways. First, our paper considers not only the EPU index of the U.S. but also that of other countries. We thus can identify which country’s EPU may be relevant to cryptocurrency returns. Second, our paper primarily uses monthly data rather than daily data to investigate the long-term predictive power of the uncertainty index on the cryptocurrency return. The
regulations for cryptocurrency trading than other countries. Moreover, China has the largest capacity for cryptocurrency investors in the world. 4 Investors may also short more Bitcoin if they find the uncertainty in the Bitcoin market will increase in the future, based on the information they have. However, our findings do not support this hypothesis.
use of monthly data can avoid the potential problem of noisy cryptocurrency data and the daily news-based economic policy index. The remainder of this paper is structured as follows. Section 2 discusses the data and empirical methodology while Section 3 discusses the estimation results. Section 4 concludes.
2. Data and Empirical Method 2.1 Data We obtain the cryptocurrencies data including Bitcoin (BTC), Ethereum (ETH), Ripple (XRP), and Litecoin (LTC) from the coinmarketcap website. 5 The monthly return is calculated as
, where
is the price of the cryptocurrency in the
last trading day of the month . The monthly EPU index is constructed from Baker et al. (2016).6 In general, our sample period runs from February 2014 to June 2019 while Ethereum runs from September 2015 to June 2019.
2.2 Empirical Method To investigate the return predictability of the EPU for cryptocurrency, we use the following predictive regression model, ∑ where
∑
is the specific cryptocurrency returns at time ;
the EPU index at time t;
,
(1)
is the change rate of
is the vector of year and quarter dummies; and
is the
innovation at time t. The optimal lags of the model above are chosen according to the AIC criteria. Moreover, we adopt the Newey-West standard errors to eliminate the potential heterogeneity and autocorrelation problems (Newey and West, 1987).
3. Empirical Results 5 6
For more detail see https://coinmarketcap.com/ The index can be obtained from the website (http://www.policyuncertainty.com).
3.1 China Economic Policy Uncertainty In this section, we investigate whether the China EPU can predict the Bitcoin monthly returns.
In Table 1, the coefficients
in Model (2) and (4) are both positive and
significant, meaning that a higher China EPU index leads to higher Bitcoin monthly returns in the next two months. This implies that investors who take the higher EPU risk will earn higher Bitcoin returns. Overall, empirical evidence shows that the China EPU index has significantly predictive ability for Bitcoin monthly returns.
3.2 U.S. Economic Policy Uncertainty Next, we investigate whether U.S. economic policy can predict Bitcoin returns. In Table 2, the coefficients of the lagged
terms,
, and
, are not
significant in any model. This reveals that U.S. EPU index has no predictive power for Bitcoin monthly returns whatever the length of the lagged period. Our results conflict with those of Demir et al. (2018), who found that the U.S. EPU index can predict Bitcoin returns. One explanation is that we focus on the long-run effect using monthly data while Demir et al. (2018) use daily data. Overall, we find that the U.S. EPU index has no significant return predictability for Bitcoin monthly returns.
3.3 Japan and Korea This section discusses whether the economic uncertainty index of two other Asian countries, Japan and Korea, can predict the Bitcoin return. Table 3 shows that most coefficients are not significant for the Japan and Korea models. Table 3 shows that the EPU indexes of Japan and Korea offer no significant
predictability for the Bitcoin market. Hence, for the Bitcoin market, the impact of China EPU is much stronger than that of Japan and Korea.
3.4 Other Main Cryptocurrencies We have found that the effect of the EPU index of China is more significant than the U.S., Japan, and Korea. Next, we investigate whether the return predictability of the China EPU index for Bitcoin exists with other cryptocurrencies. In Table 4, all coefficients,
,
and
, are not significant for Litecoin (LTC),
Ripple (XRP), and Ethereum (ETH). Hence, we observe that there is no apparent relation between China EPU and LTC, XRP, and ETH. Overall, our findings show that the sensitivity of Bitcoin returns for the China EPU index is different from that of the other main cryptocurrencies.
3.5 The Role of the Chinese Government Until now, empirical results show that Bitcoin monthly returns can be predicted by the China’s EPU index. We further test whether the Chinese government’s ban on crypto-trading impacts the return predictability of the China EPU index for Bitcoin. We thus run the following regression model, ∑ where
∑
,
represents the Litecoin (LTC), Ripple (XRP), and Ethereum (ETH) monthly
returns at time ;
is the change rate of the China EPU index at time t;
vector of year and quarter dummies; and
is the innovation at time t.
is the
denotes the
corresponding dummy that represents the time after the Chinese government banned cryptocurrency trading in September of 2017.
In Table 5 of Model (1), the coefficient of the interaction,
, is positively
significant at 5% level. This implies that ban on cryptocurrency trading does improve the return predictability of the China EPU index for Bitcoin, but not the other cryptocurrencies. This finding suggests that the ban on crypto trading results in a response in Bitcoin returns.
4. Conclusion This paper studies the relationship between the returns of cryptocurrencies and the EPU index. Different from previous studies, we focus on how the EPU index of different countries may predict the returns of major cryptocurrencies. Our findings indicate that the EPU index of China predicts bitcoin returns, but the U.S., Japan, and Korea EPU indexes have no such ability. Moreover, the cryptocurrency trading policy change in China in September of 2017 appears to improve the predictive power of the EPU for Bitcoin returns. Thus, the findings of this paper may help policymakers regulate crypto-market trading.
References Baker, S. R., Bloom, N., & Davis, S. J. (2016). Measuring economic policy uncertainty. The Quarterly Journal of Economics, 131(4), 1593-1636. Borri, N. (2019). Conditional tail-risk in cryptocurrency markets. Journal of Empirical Finance, 50, 1-19. Cheng, H. P. & Yen, K. C. (2019). The relationship between the real economy and the cryptocurrency market. Centre for Business Research and Development, Working paper. Corbet, S., Larkin, C. J., Lucey, B. M., Meegan, A., & Vigne, S. (2019). Cryptocurrency Architecture and Interaction with Market Shocks. Available at SSRN 3369527. Demir, E., Gozgor, G., Lau, C. K. M., & Vigne, S. A. (2018). Does economic policy uncertainty predict the Bitcoin returns? An empirical investigation. Finance Research Letters, 26, 145-149. Dyhrberg, A. H. (2016). Bitcoin, gold and the dollar–A GARCH volatility analysis. Finance Research Letters, 16, 85-92. Gerritsen, D. F., Bouri, E., Ramezanifar, E., & Roubaud, D. (2019). The profitability of technical trading rules in the Bitcoin market. Finance Research Letters. Forthcoming. Hu, Y., Valera, H. G. A., & Oxley, L. (2019). Market efficiency of the top market-cap cryptocurrencies: Further evidence from a panel framework. Finance Research Letters, 31, 138-145. Ma, J., Gans, J. S., & Tourky, R. (2018). Market structure in bitcoin mining (No. w24242). National Bureau of Economic Research.
Newey, W. K., & K. D. West (1987) A simple, positive semi-definite, heteroskedasticity and autocorrelation consistent covariance matrix. Econometrica 55, 703–708. Philippas, D., Rjiba, H., Guesmi, K., & Goutte, S. (2019). Media attention and Bitcoin prices. Finance Research Letters, 30, 37-43. Tiwari, A. K., Jana, R. K., Das, D., & Roubaud, D. (2018). Informational efficiency of Bitcoin—An extension. Economics Letters, 163, 106-109. Turatti, D. E., e Silva, F. H. D. P., & Caldeira, J. F. (2019). Testing for mean reversion in Bitcoin returns with Gibbs-sampling-augmented randomization. Finance Research Letters. Urquhart, A. (2016). The inefficiency of Bitcoin. Economics Letters, 148, 80-82. Vidal-Tomás, D., & Ibañez, A. (2018). Semi-strong efficiency of Bitcoin. Finance Research Letters, 27, 259-265. Wang, P., Zhang, W., Li, X., & Shen, D. (2019). Is cryptocurrency a hedge or a safe haven for international indices? A comprehensive and dynamic perspective. Finance Research Letters, 31, 1-18. Wu, S., Tong, M., Yang, Z., & Derbali, A. (2019). Does gold or Bitcoin hedge economic policy uncertainty?. Finance Research Letters, 31, 171-178.
Table 1 China economic policy uncertainty index on Bitcoin returns This table reports the estimation of the following regression model, ∑ ∑ , where represents the Bitcoin return at time ; is the change rate of the China economic policy uncertainty index at time t; is the vector of year and quarter dummies; and is the innovation at time t. The number in the parentheses is the Newey-West standard errors with the 3 lags. The sample period runs from February 2014 to June 2019. *, **, and *** denote significance at the 10%, 5%, and 1% levels.
(1)
(2)
Coefficients
(3)
(4)
-0.019 (0.071) 0.133*** (0.045) 0.014 (0.053) -0.274*** (0.087) 0.4824 YES YES YES 62
BTC -0.070 (0.066) 0.136*** (0.045)
Constant
adj Year FE Quarter FE Return Lagged Terms Observation
-0.238** (0.094)
-0.276*** (0.084)
-0.029 (0.055) -0.243** (0.096)
0.4545 YES YES YES 62
0.5012 YES YES YES 62
0.4395 YES YES YES 62
Table 2 U.S. economic policy uncertainty index on Bitcoin returns This table reports the estimation of the following regression model, ∑ ∑ , where represents the Bitcoin return at time ; is the change rate of the United States economic policy uncertainty index at time t; is the vector of year and quarter dummies; and is the innovation at time t. The number in the parentheses is the Newey-West standard errors with the 3 lags. The sample period runs from February 2014 to June 2019. *, **, and *** denote significance at the 10%, 5%, and 1% levels, respectively. (1)
(2)
Coefficients
(3)
(4)
0.052 (0.057) -0.002 (0.056) -0.029 (0.067) -0.239** (0.100) 0.4231 YES YES YES 62
BTC 0.057 (0.054) -0.008 (0.057)
Constant
adj Year FE Quarter FE Return Lagged Terms Observation
-0.241** (0.095)
-0.242** (0.098)
-0.036 (0.062) -0.241** (0.096)
0.4446 YES YES YES 62
0.4365 YES YES YES 62
0.4396 YES YES YES 62
Table 3 Japan and Korea economic policy uncertainty index on Bitcoin returns This table reports the estimation of the following regression model, ∑ ∑ , where represents the Bitcoin return at time ; is the change rate of the Japan and Korea economic policy uncertainty index at time t in Model (1) and (2) as well as Model (3) and (4), respectively; is the vector of year and quarter dummies; and is the innovation at time t. The number in the parentheses is the Newey-West standard errors with the 3 lags. The sample period runs from February 2014 to June 2019. *, **, and *** denote significance at the 10%, 5%, and 1% levels, respectively. Country Model Coefficients
Japan (1)
adj Year FE Quarter FE Return Lagged Terms Observation
(2)
(3)
(4)
BTC
-0.243** (0.098)
-0.072 (0.162) 0.059 (0.124) -0.015 (0.136) -0.243** (0.097)
-0.240** (0.097)
0.062 (0.042) -0.014 (0.041) -0.034 (0.052) -0.237** (0.097)
0.4386 YES YES YES 62
0.4179 YES YES YES 62
0.4372 YES YES YES 62
0.4340 YES YES YES 62
0.061 (0.128)
Constant
Korea
-0.015 (0.040)
Table 4 Other Main Cryptocurrencies This table reports the estimation of the following regression model, ∑ ∑ , where represents the Litecoin (LTC), Ripple (XRP), and Ethereum (ETH) monthly return at time in Model (1), (2), and (3), respectively; is the change rate of the China economic policy uncertainty index at time t; is the vector of year and quarter dummies; and is the innovation at time t. The number in the parentheses is the Newey-West standard errors with the 3 lags. The sample period runs from February 2014 to July 2019, while the sample period of ETH is from September 2015 to June 2019. *, **, and *** denote significance at the 10%, 5%, and 1% levels, respectively.
Coefficients
Constant
adj Year FE Quarter FE Return Lagged Terms Observation
(1) LTC
(2) XRP
(3) ETH
-0.151 (0.133) -0.067 (0.123) -0.111 (0.129) -0.282*** (0.101)
-0.572 (0.355) -0.544 (0.400) -0.343 (0.285) 0.418 (0.291)
-0.506 (0.356) -0.059 (0.338) -0.332 (0.317) 0.700 (0.498)
0.2581 YES YES YES 62
0.0830 YES YES YES 62
0.2061 YES YES YES 43
Table 5 The Effects of the China Banned Event This table reports the estimation of the following regression model, ∑ ∑ , where represents other main cryptocurrencies’ return at time ; is the change rate of the China economic policy uncertainty index at time t; is the vector of year and quarter dummies; and is the innovation at time t. denotes the corresponding dummy that represents the China government banned the trading of the cryptocurrencies in September 2017. The number in the parentheses is the Newey-West standard errors with the 3 lags. The sample period runs from February 2014 to June 2019. *, **, and *** denote significance at the 10%, 5%, and 1% levels, respectively.
Coefficients
Constant
adj Year FE Quarter FE Lagged Terms Observation
(1) BTC
(2) LTC
(3) XRP
(4) ETH
0.081 (0.060) 0.038 (0.090) 0.284** (0.117) -0.228*** (0.084)
-0.104 (0.138) -0.004 (0.398) 0.239 (0.344) -0.241* (0.120)
-0.424 (0.284) 0.712 (1.482) -0.562 (1.235) 0.419 (0.278)
-0.325 (0.371) -0.179 (0.287) 0.692 (0.510) 0.636 (0.469)
0.5005 YES YES YES 62
0.2326 YES YES YES 62
0.0640 YES YES YES 62
0.1985 YES YES YES 43