Order Book Queue Hawkes Markovian Modeling

Lasso(编程语言) 计算机科学 阿卡克信息准则 选型 计量经济学 点过程 马尔可夫过程 订单簿 排队 订单(交换) 统计 人工智能 数学 机器学习 经济 万维网 程序设计语言 财务
作者
Philip Protter,Qianfan Wu,Shihao Yang
出处
期刊:Siam Journal on Financial Mathematics [Society for Industrial and Applied Mathematics]
卷期号:15 (1): 1-25 被引量:2
标识
DOI:10.1137/22m1470815
摘要

This article presents a Hawkes process model with Markovian baseline intensities for high-frequency order book data modeling. We classify intraday order book trading events into a range of categories based on their order types and the price changes after their arrivals. To capture the stimulating effects between multiple types of order book events, we use the multivariate Hawkes process to model the self- and mutually-exciting event arrivals. We also integrate a Markovian baseline intensity into the event arrival dynamic, by including the impacts of order book liquidity state and time factor to the baseline intensity. A regression-based non-parametric estimation procedure is adopted to estimate the model parameters in our Hawkes+Markovian model. To eliminate redundant model parameters, LASSO regularization is incorporated in the estimation procedure. Besides, model selection method based on Akaike Information Criteria is applied to evaluate the effect of each part of the proposed model. An implementation example based on real LOB data is provided. Through the example, we study the empirical shapes of Hawkes excitement functions, the effects of liquidity state as well as time factors, the LASSO variable selection, and the explanatory power of Hawkes and Markovian elements to the dynamics of the order book.
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