Market Impacts and the Life Cycle of Investors Orders

被引:40
作者
Bacry, Emmanuel [1 ]
Iuga, Adrian [2 ,3 ]
Lasnier, Matthieu
Lehalle, Charles-Albert [4 ,5 ]
机构
[1] Ecole Polytech, CMAP, CNRS UMR 7641, F-91128 Palaiseau, France
[2] CREST, F-92245 Malakoff, France
[3] LAMA, CNRS UMR 8050, F-92245 Malakoff, France
[4] Capital Fund Management, Paris, France
[5] Imperial Coll, London, England
关键词
Market impact; trading cost analysis; large trade execution; Hawkes processes; permanent impact; informed trades; optimal trading; post trade analysis;
D O I
10.1142/S2382626615500094
中图分类号
F [经济];
学科分类号
02 ;
摘要
This study is the first to decipher market impact at all time scales on the same database, from a trade-by-trade scale to a daily one. Moreover, the very concentrated nature of the database (400,000 metaorders issued by investors, electronically traded, during one year - 2010 -, on European market all regulated by the same directive - MiFID -) ensures investors did not change their habits during the study. At the intraday scale, we con firm a square root temporary impact in the daily participation, and we shed light on a duration factor in 1/T-gamma with gamma similar or equal to 0:25. Including this factor in the fits reinforces the square root shape of impact. We observe a powerlaw for the transient impact with an exponent between 0: 5 (for long metaorders) and 0: 8 (for shorter ones). Moreover, we show that the market does not anticipate the size of the metaorders. The intraday decay seems to exhibit two regimes (though hard to identify precisely): a "slow" regime right after the execution of the metaorder followed by a faster one. At the daily time scale, we show price moves after a metaorder can be split between realizations of expected returns that have triggered the investing decision and an idiosynchratic impact that slowly decays to zero. Moreover, we propose a class of toy models based on Hawkes processes (the Hawkes Impact Model, HIM) to illustrate our reasoning. We show how the Impulsive-HIM model, despite its simplicity, embeds appealing features like transience and decay of impact. The latter is parametrized by a parameter C having a macroscopic interpretation: the ratio of contrarian reaction (i.e., impact decay) and of the "herding" reaction (i.e., impact amplification).
引用
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页数:46
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