Mathematical Finance Seminar
Date
Time
17:oo
Location:
online via zoom
Sergey Nadtochiy (Illinois)

A simple microstructural explanation of the concavity of price impact

I will present a simple model of market microstructure which explains the concavity of price impact. In the proposed model, the local relationship between the order flow and the fundamental price (i.e. the local price impact) is linear, with a constant slope, which makes the model dynamically consistent. Nevertheless, the expected impact on midprice from a large sequence of co-directional trades is nonlinear and asymptotically concave. The main practical conclusion of the model is that, throughout a meta-order, the volumes at the best bid and ask prices change (on average) in favor of the executor. This conclusion, in turn, relies on two more concrete predictions of the model, one of which can be tested using publicly available market data and does not require the (difficult to obtain) information about meta-orders. I will present the theoretical results and will support them with the empirical analysis.

Mathematical Finance Seminar
Date
Time
18:oo
Location:
online via zoom
Jin Ma (USC)

tba

Mathematical Finance Seminar
Date
Time
18:oo
Location:
online via zoom
Jianfeng Zhang (USC)

tba