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Stochastic model of brokerage customer value based on investment psychology segmentation and GARCH

机译:基于投资心理学细分和加革的经纪客户价值随机模型

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The value of securities brokerage customer comes from their trading commission, which depends on their investment return rate and assets turnover rate. Both of them are influenced by customer's investment psychological characteristics and stock market return rate. For stock market return rate is a random variable, commission income also has random characteristics, deterministic models based on historical commission income does not suitable to estimate the value of brokerage customers. Using K-means cluster to segment customer with deposition effect and over confidence, stock market return rate as the random variable, a customer commission value model is given, which is based on GARCH to model every group's assets turnover rate, and a linear equation to model every group's investment return rate. Because no analytical solution can be found for this model, Monte Carlo simulation is used to find the numerical solution. The empirical results show that, relative to the deterministic model, this model can give a more accurate estimation for the long-run value of brokerage customer segment with different investment psychological characteristics, and provide a reasonable basis for enterprises to optimize their marketing and service inputs.
机译:证券经纪客户的价值来自于其贸易委员会,这取决于其投资回报率和资产流转率。他们俩都受到客户投资心理特征和股票市场回报率的影响。对于股票市场回报率是一个随机变量,佣金收入也有随机特征,基于历史委员会收入的确定性模型不适合估计经纪客户的价值。使用K-Means集群与沉积效果和置信效果的分段客户,股票市场回报率作为随机变量,给出了一个客户委员会价值模型,基于GARCH来模拟每个集团的资产流转率,以及线性方程模型每组投资回报率。由于没有找到分析解决方案,因此Monte Carlo仿真用于找到数字解决方案。经验结果表明,相对于确定性模型,该模型可以为具有不同投资心理特征的经纪客户市场的长期价值提供更准确的估计,为企业提供优化其营销和服务投入的合理基础。

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