Abstract

Transfer entropy measures the strength and direction of information flow between different time series. We study the information flow networks of the Chinese stock market and identify important sectors and information flow paths. This paper uses the daily closing price data of the 28 level-1 sectors from Shenyin \& Wanguo Securities ranging from 2000 to 2017 to study the information transmission between different sectors. We construct information flow networks with the sectors as the nodes and the transfer entropy between them as the corresponding edges. Then we adopt the maximum spanning arborescence (MSA) to extracting important information flows and the hierarchical structure of the networks. We find that, during the whole sample period, the \textit{composite} sector is an information source of the whole stock market, while the \textit{non-bank financial} sector is the information sink. We also find that the \textit{non-bank finance}, \textit{bank}, \textit{computer}, \textit{media}, \textit{real estate}, \textit{medical biology} and \textit{non-ferrous metals} sectors appear as high-degree root nodes in the outgoing and incoming information flow MSAs. Especially, the \textit{non-bank finance} and \textit{bank} sectors have significantly high degrees after 2008 in the outgoing information flow networks. We uncover how stock market turmoils affect the structure of the MSAs. Finally, we reveal the specificity of information source and sink sectors and make a conclusion that the root node sector as the information sink of the incoming information flow networks. Overall, our analyses show that the structure of information flow networks changes with time and the market exhibits a sector rotation phenomenon. Our work has important implications for market participants and policy makers in managing market risks and controlling the contagion of risks.

Highlights

  • Complex systems are usually composed of some interrelated subsystems and understanding the interactions between different subsystems makes a lot of sense

  • Following Oh et al [39], we use the degree of asymmetric information flow (DAI) to measure the net information flow between stock sectors and construct directed information flow networks

  • We constructed transfer entropy based information flow networks with the sector indices as the nodes and the net information flows between different sectors as the edges

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Summary

Introduction

Complex systems are usually composed of some interrelated subsystems and understanding the interactions between different subsystems makes a lot of sense. As a representative type of complex systems, reflect a dynamic interaction of a large number of different elements at different levels, including different traders, stocks and sectors, etc. The financial crises such as those in China since 2000 Information flow theory is characterized by interaction and has been widely adopted in analyzing economic systems [27], [28]. We use transfer entropy to identify the information

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