K. Khashanah, Talal Alsulaiman
{"title":"Network theory and behavioral finance in a heterogeneous market environment","authors":"K. Khashanah, Talal Alsulaiman","doi":"10.1002/cplx.21834","DOIUrl":null,"url":null,"abstract":"This article addresses the stock market as a complex system. The complexity of the stock market arises from the structure of the environment, agent heterogeneity, interactions among agents, and interactions with market regulators. We develop the idea of a meta-model, which is a model of models represented in an agent-based model that allows us to investigate this type of market complexity. The novelty of this article is the incorporation of various complexities captured by network theoretical models or induced by investment behavior. The model considers agents heterogeneous in terms of their strategies and investment behavior. Four investment strategies are included in the model: zero-intelligence, fundamental strategy, momentum (trend followers), and adaptive trading strategy using the artificial neural network algorithm. In terms of behavior, the agents can be risk averse or loss occupied with overconfidence or conservative biases. The agents may interact with each other by sharing market sentiments through a structured scale-free network. The market regulator controls the market through various control tools such as the risk-free rate and taxation. Parameters are calibrated to the S&P500. The calibration is implemented using a scatter search heuristic approach. The model is validated using various stylized facts of stock return patterns such as excess kurtosis, auto-correlation, and ARCH effect phenomena. Analysis at the macro and micro level of the market was performed by measuring the sensitivity of volatility and market capital and investigating the wealth distributions of the agents. We found that volatility is more sensitive to the model parameters than to market capital, and thus, the level of volatility does not affect market capital. In addition, the findings suggest that the efficient market hypothesis holds at the macro level but not at the micro level. © 2016 Wiley Periodicals, Inc. Complexity 21: 530–554, 2016","PeriodicalId":72654,"journal":{"name":"Complex psychiatry","volume":"110 1","pages":"530-554"},"PeriodicalIF":0.0000,"publicationDate":"2016-11-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"18","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"Complex psychiatry","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.1002/cplx.21834","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 18
异质市场环境下的网络理论与行为金融学
本文将股票市场视为一个复杂的系统。股票市场的复杂性源于环境的结构、代理人的异质性、代理人之间的相互作用以及与市场监管机构的相互作用。我们提出了元模型的概念,这是一个用基于代理的模型表示的模型的模型,它允许我们研究这种类型的市场复杂性。本文的新颖之处在于将网络理论模型捕捉到的或由投资行为引起的各种复杂性结合在一起。该模型考虑了代理人在策略和投资行为方面的异质性。模型包括四种投资策略:零智能、基本策略、动量(趋势跟随)和使用人工神经网络算法的自适应交易策略。在行为方面,代理人可以是风险厌恶者,或者被过度自信或保守偏见所占据。代理人可以通过一个结构化的无标度网络,通过分享市场情绪来相互作用。市场监管机构通过无风险利率、税收等各种调控工具对市场进行调控。参数是根据标准普尔500指数校准的。采用散点搜索启发式方法实现校准。该模型使用股票回报模式的各种风格化事实(如超额峰度、自相关和ARCH效应现象)进行验证。通过测量波动率和市场资本的敏感性以及调查代理人的财富分布,对市场进行宏观和微观层面的分析。我们发现波动率对模型参数比对市场资本更敏感,因此,波动率水平不影响市场资本。此外,研究结果表明,有效市场假说在宏观层面上成立,但在微观层面上不成立。©2016 Wiley期刊公司中文信息学报(英文版),2016
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