activity
20162021
most citedFrom asymptotic properties of general point processes to the ranking of financial agents

5 citations · 7 across the 4 of their papers we have counts for

collaborators

7 papers

stat.ML2021

Convergence of GANs Training: A Game and Stochastic Control Methodology

Othmane Mounjid, Xin Guo

Training generative adversarial networks (GANs) is known to be difficult, especially for financial time series. This paper first analyzes the well-posedness problem in GANs minimax…

cs.LG2019★ 2 cited

Improving reinforcement learning algorithms: towards optimal learning rate policies

Othmane Mounjid, Charles-Albert Lehalle

This paper investigates to what extent one can improve reinforcement learning algorithms. Our study is split in three parts. First, our analysis shows that the classical asymptotic…

q-fin.ST2019★ 5 cited

From asymptotic properties of general point processes to the ranking of financial agents

Othmane Mounjid, Mathieu Rosenbaum, Pamela Saliba

We propose a general non-linear order book model that is built from the individual behaviours of the agents. Our framework encompasses Markovian and Hawkes based models. Under mild…

q-fin.TR2018

Optimal liquidity-based trading tactics

Charles-Albert Lehalle, Othmane Mounjid, Mathieu Rosenbaum

We consider an agent who needs to buy (or sell) a relatively small amount of asset over some fixed short time interval. We work at the highest frequency meaning that we wish to fin…

q-fin.TR2018

Optimal inventory management and order book modeling

Nicolas Baradel, Bruno Bouchard, David Evangelista +1

We model the behavior of three agent classes acting dynamically in a limit order book of a financial asset. Namely, we consider market makers (MM), high-frequency trading (HFT) fir…

q-fin.TR2016

Limit Order Strategic Placement with Adverse Selection Risk and the Role of Latency

Charles-Albert Lehalle, Othmane Mounjid

This paper is split in three parts: first we use labelled trade data to exhibit how market participants accept or not transactions via limit orders as a function of liquidity imbal…

math.AP2016

Elasticae and inradius

Antoine Henrot, Othmane Mounjid

The elastic energy of a planar convex body is defined by $E(\Om)=\frac 12\,\int\_{\partial\Om} k^2(s)\,ds$where is the curvature of the boundary. In this paper we are intere…