Summary:
With the accelerating development of market-oriented interest rate reform and financial innovation, quantitative targets have begun to show limitations. Relying only on quantitative targets can no longer meet the needs of China's monetary policy (Yi, 2018). The central banks of major countries have gradually abandoned their quantitative targets and turned to interest rate monetary policy regulation since the mid-1980s, with their interest rate decisions implicitly following the “Taylor rules” (Sun et al., 2018). China's monetary policy targets are mainly based on inflation and simultaneously adhere to multiple targets (Zhou, 2013), leaving the monetary authority to face more complex constraints. In the process of monetary policy transformation, exploring the Taylor rules in line with China's reality and achieving reasonable rule interest rates are very important to facilitate the transition to price-oriented monetary policy regulation. Many scholars have explored the suitability of different Taylor rules. However, regardless of the Taylor rule used, it cannot be achieved without proper estimations of the potential output and natural interest rate (also referred to as the equilibrium real interest rate). This paper explores the construction of Taylor rules in line with China's reality. It recalculates the potential output embedded with financial cycle factors and the natural interest rate. Furthermore, it estimates rule interest rates to provide useful suggestions for the transformation of monetary policy regulation. This paper estimates the potential output and shows that the output gap embedded with financial cycle factors may decrease the potential output during financial expansion periods. This can help policymakers effectively cope with economic overheating and provide policy guidance for bubble states. The results also show that adding financial cycle proxy variables, such as credit/housing information, has significant explanatory power. Furthermore, this paper measures the natural interest rate (with R001 as the nominal interest rate) using the state space model proposed by Cour-Thimann et al. (2006). From 2004 to 2018, the natural interest rate in China ranged from approximately 0.68% to 3.96%, with an average of approximately 2.35%. The natural interest rate directly estimated by the Hodrick-Prescott filter and the commonly used difference between the nominal interest rate and Consumer Price Index were negative on average, inconsistent with China's reality. This paper verifies the rationality of constructed Taylor rules and estimates the rule interest rates under different circumstances. In addition to the traditional output and inflation factors, it is reasonable to incorporate spreads at home and abroad and the degree of house price deviation from economic growth into Taylor rule construction in China. According to the trends of several calculated rule interest rates, the gap between the money market interest rates and the rule interest rates has significantly narrowed with the rapid progress of market-oriented interest rate reform since 2013. However, their independent trends significantly deviated from the fourth quarter of 2017 to the fourth quarter of 2018. It is necessary to continue to deepen the reform of interest rate liberalization, firmly push the transformation of monetary policy regulation toward price orientation, strengthen policy coordination to provide the necessary policy space for interest rate control, smooth the interest rate transmission channel, improve the effectiveness of interest rate policy transmission, pay more attention to financial cycle factors and strengthen the estimation of natural rate indicators. This paper makes three contributions. First, it includes financial cycle factors in its estimation of China's potential output, which is rare in domestic studies. Second, it uses a method based on the potential output to estimate the natural interest rate, reducing the impacts of setting the model incorrectly. Third, it constructs Taylor rules in line with China's reality and measures the rule interest rates under different circumstances, thereby providing a useful exploration of the transformation of monetary policy regulation.
Borio, C., 2012, “The Financial Cycle and Macroeconomics: What Have We Learnt?”, BIS Working Papers, No.395.
[19]
Borio, C., P. Disyatat and M. Juselius, 2013, “Rethinking Potential Output: Embedding Information About the Financial Cycle”, BIS Working Papers, No.404.
[20]
Borio, C., P. Disyatat and M. Juselius, 2014, “A Parsimonious Approach to Incorporating Economic Information in Measures of Potential Output”, BIS Working Papers, No.442.
[21]
Borio, C., P. Disyatat, M. Juselius and P. Rungcharoenkitkul, 2018, “Monetary Policy in the Grip of a Pincer Movement”, IDEAS Working Paper Series from RePEc.
[22]
Cour-Thimann, P., Pilegaard, R. and L. Stracca., 2006, “The Output Gap and the Real Interest Rate Gap in the Euro Area”, Journal of Policy Modeling, 7, pp. 775~790.
[23]
European Central Bank., 2004, “The Natural Real Interest Rate in the Euro Area”, Monthly Bulletin, 5.
[24]
Laubach T., J. Williams, 2003, “Measuring the Natural Rate of Interest”, Review of Economics and Statistics, 4, pp. 1063~1070.
[25]
Neiss, K., E. Nelson., 2003, “The Real-Interest-Rate Gap as An Inflation Indicator”, Macroeconomic Dynamic, pp. 239~262.
[26]
Taylor, J., 1993, “Discretion Versus Policy Rules in Practice”, Carnegie-Rochester Conference Series on Public Policy, 39, pp. 195~214.
[27]
Taylor, J.,1999, “The Robustness and Efficiency of Monetary Policy Rules as Guidelines for Interest Rate Setting by the European Central Bank”, Journal of Monetary Economics, 43, pp. 655~679.
[28]
Taylor, J.,2001, “The Role of the Exchange Rate in Monetary Policy Rules”, American Economic Review, Papers and Proceedings, 91, pp. 263~267.