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Dynamics of entanglement

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⚡ Quantum Brief
A four-day workshop in September 2026 will explore cutting-edge research on entanglement dynamics, focusing on unitary evolution, dissipation, and measurement in quantum systems. Registration closes June 14, 2026. The event examines how many-body quantum systems thermalize—or resist thermalization—through entanglement growth, with phenomena like many-body localization challenging classical equilibrium models. Researchers will debate conditions for quantum advantage in modern simulators, assessing whether current platforms can outperform classical systems in modeling complex quantum dynamics. Key discussions will address error mitigation, exploring how noise, dissipation, and active correction interact with entanglement to preserve coherence in practical quantum computing applications. Submissions for presentations are due June 2, 2026, with the workshop hosted by the Isaac Newton Institute, targeting interdisciplinary collaboration on quantum information resilience.
Dynamics of entanglement

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Dynamics of entanglement Dates: Tuesday, September 1, 2026 to Friday, September 4, 2026Web page: https://www.newton.ac.uk/event/mmbw01/Registration deadline: Sunday, June 14, 2026Submission deadline: Tuesday, June 2, 2026This workshop will examine recent developments in the study of entanglement and its dynamics subject to unitary evolution, dissipation and measurement, a theme which unites a disparate set of questions including: How do interacting many-body quantum systems thermalise—or fail to do so? Entanglement growth plays a key role in the emergence of statistical behaviour in isolated systems, while phenomena such as many-body localisation demonstrate robust departures from thermal equilibrium. Under what conditions do modern quantum simulators exhibit genuine quantum advantage? How can fragile quantum information be protected against noise and errors? Understanding the interplay of entanglement with noise, dissipation and active error correction is crucial for preserving coherence in practical quantum computing. Log in or register to post comments

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quantum-computing
quantum-simulation
quantum-advantage

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Source: Quantiki