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Understanding Flash Crash Contagion and Systemic Risk: A Micro-Macro Agent-Based Approach

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arxiv 1805.08454 v1 pith:SWOIHU5Z submitted 2018-05-22 q-fin.TR cs.CE

classification q-fin.TRcs.CE
keywords systemiccontagioncrashflashportfolioresultsriskagent-based
verification ladder T0 review T1 audit T2 compute T3 formal
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The purpose of this paper is to advance the understanding of the conditions that give rise to flash crash contagion, particularly with respect to overlapping asset portfolio crowding. To this end, we designed, implemented, and assessed a hybrid micro-macro agent-based model, where price impact arises endogenously through the limit order placement activity of algorithmic traders. Our novel hybrid microscopic and macroscopic model allows us to quantify systemic risk not just in terms of system stability, but also in terms of the speed of financial distress propagation over intraday timescales. We find that systemic risk is strongly dependent on the behaviour of algorithmic traders, on leverage management practices, and on network topology. Our results demonstrate that, for high-crowding regimes, contagion speed is a non-monotone function of portfolio diversification. We also find the surprising result that, in certain circumstances, increased portfolio crowding is beneficial to systemic stability. We are not aware of previous studies that have exhibited this phenomenon, and our results establish the importance of considering non-uniform asset allocations in future studies. Finally, we characterise the time window available for regulatory interventions during the propagation of flash crash distress, with results suggesting ex ante precautions may have higher efficacy than ex post reactions.

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Cited by 1 Pith paper

Reviewed papers in the Pith corpus that reference this work. Sorted by Pith novelty score. Full citation record

  1. Herding and Liquidity in Order-Book Markets. I. A Robust Liquidity-Stress Crossover and its Reflexive Mechanism

    q-fin.TR 2026-07 accept novelty 6.0 of 10

    High herding fraction and strength produce a null-verified, rule-robust liquidity-stress crossover in a continuous double-auction book, with a large self-reinforcing reflexive component under price-momentum herding.

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