分段线性函数
交易成本
计算机科学
分段
功能(生物学)
交易策略
数据库事务
极限(数学)
订单(交换)
职位(财务)
数学优化
计量经济学
微观经济学
经济
数学
财务
数学分析
生物
进化生物学
几何学
程序设计语言
作者
Hong Liu,Shuaijie Qian,Jing Xu
出处
期刊:Operations Research
[Institute for Operations Research and the Management Sciences]
日期:2025-08-08
卷期号:73 (6): 2933-2952
标识
DOI:10.1287/opre.2022.0160
摘要
Optimal Trading with Flexible Speed-Dependent Transaction Costs Transaction cost rates (TCRs) implied by most limit order books (LOBs) display irregular functional forms in trading speeds, making it difficult to fit them using the TCR functions proposed in prior studies. In “Optimal Trading with Speed-Dependent Transaction Cost Rates: A Flexible Framework,” Liu, Qian, and Xu develop a workhorse model to study optimal trade execution with general TCR functions. The piecewise linear TCR function form in the model can approximate any TCR functions. The authors characterize important features of the optimal trading strategy. The model simultaneously generates order-shredding and U-shape trading patterns for large required trades. In addition, the authors demonstrate that implementing common naive trading strategies, such as trading all the position instantly, or at a constant speed, or incorrectly assuming linear TCR function, can be costly.
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