integrability-breaking-quantum-chaos

Quantitative theory for integrability-to-chaos transition in quantum many-body systems via tunable integrability-breaking gates. Use when analyzing OTOC crossover from integrable to chaotic regimes, computing butterfly velocity and front broadening, studying characteristic time/length scales of chaos emergence, or modeling free fermion circuits doped with non-integrable gates.

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Repository: hiyenwong/ai_collection
Last source activity: July 8, 2026 at 02:48
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name	integrability-breaking-quantum-chaos
description	Quantitative theory for integrability-to-chaos transition in quantum many-body systems via tunable integrability-breaking gates. Use when analyzing OTOC crossover from integrable to chaotic regimes, computing butterfly velocity and front broadening, studying characteristic time/length scales of chaos emergence, or modeling free fermion circuits doped with non-integrable gates.
metadata	{"arxiv_id":"2607.02506","published":"2026-07-02","authors":"Sounak Biswas, Sthitadhi Roy, Roderich Moessner","tags":["quantum-chaos","OTOC","integrability-breaking","butterfly-velocity","free-fermion","many-body"]}