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Topological Properties of the Minimal Spanning Tree in Korean and American Stock Markets

机译:韩美股市最小生成树的拓扑特性

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摘要

We examine from an economic view the possible factors that can affect the number of links with other stocks in a stock network by a cross-correlation-based method, a minimal spanning tree(MST), using individual stocks in American($S&P$500) and Korean(KOSPI) stock markets. Among the well known common factors in the financial field, the market index has been identified as a possible one. We have found a power-law behavior in topological properties of the stock network where the degree distribution obtained through the cross-correlation-based MST method exhibits a power-law with an exponent $\zeta \sim$ 2.1, for all stock markets explored. Furthermore, in a degree distribution, the relationship between the number of links with other stocks and the correlation between the market index and individual stocks follows a power-law distribution. This suggests that the number of links with other stocks is significantly affected by the market index. That is, the stocks with a large number of links in a stock network are more strongly correlated with the market index than those with a small number of links.
机译:我们从经济角度考察了可能的因素,这些因素可能会通过基于互相关的方法(最小生成树(MST))使用美国的单个股票来影响与股票网络中其他股票的联系数量($ S&P $ 500)和韩国(KOSPI)股票市场。在金融领域众所周知的常见因素中,市场指数已被确定为可能的因素。我们发现了股票网络拓扑特性中的幂定律行为,其中通过基于互相关的MST方法获得的度数分布显示了幂指数为\\ zeta \ sim $ 2.1的幂律,对于所有探索的股票市场。此外,在度数分布中,与其他股票的联系数之间的关系以及市场指数与单个股票之间的相关性遵循幂律分布。这表明与其他股票的联系数量受到市场指数的显着影响。也就是说,与具有少量链接的股票相比,在股票网络中具有大量链接的股票与市场指数的相关性更高。

著录项

  • 作者

    Eom, C; Oh, G; Kim, S;

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  • 年度 2006
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  • 原文格式 PDF
  • 正文语种 eng
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