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  • 标题:Gathering Effect of Interacting Agents on Stock Market Price: Econophysic Modeling via Agent-based Monte Carlo Simulation
  • 本地全文:下载
  • 作者:Yongyut Laosiritaworn ; Atchara Punya Jaroenjittichai ; Wimalin Sukthomya Laosiritaworn
  • 期刊名称:Lecture Notes in Engineering and Computer Science
  • 印刷版ISSN:2078-0958
  • 电子版ISSN:2078-0966
  • 出版年度:2018
  • 卷号:2235&2236
  • 页码:149-154
  • 出版社:Newswood and International Association of Engineers
  • 摘要:In this work, the effect of number of interacting (influential) agents, as an add-on parameter to the population size, market temperature and time lag, on price-change in stock market was investigated using agent-based spin-1 Ising model and Monte Carlo simulation. The average decision (to perform trading activity), was used to extract excess demand/supply for determination of the asset’s market price. From the results, though population size is not significant, other parameters have significant effects on the average trading decision resulting in different characteristic of market price value and fluctuation. Specifically, the high- and lowtemperature phases of the average trading decision is evident, where the transition point shifts to higher market temperature with increasing number of interacting agents. This is due to having more consensuses requires more market stimulation to lessen the investing agreement bound by trustworthiness. For the price-return distribution, higher market temperature, more number of interest agents, and longer time lag, were found to broaden the distribution. This is as more market liquidity and less influence from other investors help alleviating the price stiffness and allow more price fluctuation. Consequently, the distribution can be ranged to farther regimes. However, for the time lag, as the correlation usually decays at longer time, the consecutive prices used in pricereturn calculation then become less dependent as expected. With this greater level of randomness, it then shapes the distribution to become more uniform (broaden out). As seen, apart from the usual investigating parameters, the number of interacting agents also prove its importance as significant addon parameters when modeling the behavior of price changes in stock market, emphasizing that herding effect should be taken with profound consideration.
  • 关键词:Econophysics; Monte Carlo Simulation; Price;return Distribution; Spin;1 Ising model; Stock;price; Stock market
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