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This study establishes diffusive universality in the late-time evolution of nonstabilizerness ("quantum magic") within large-scale quantum systems. By verifying that the stabilizer Rényi entropy gap scales as 1/t across different models like random circuits and Ising chains, researchers provide a robust framework for tracking resource generation far from equilibrium. These findings advance our theoretical understanding of how complex quantum states emerge under Hamiltonian dynamics without relying on specific circuit constraints.
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Princeton University Team Models Stabilizer Rényi Entropy for Understanding Nonstabilizerness

Quantum Zeitgeist5 min de cititArticolul și perspectiva sunt în engleză.

The gap between a quantum system’s stabiliser Rényi entropy and a random state closes as one over time. This scaling, verified within a diffusive window of τ ≪ t ≪ tD ∼ N2/D, improves upon previous methods for tracking dynamics in large systems. Establishing this diffusive universality class offers a new way to understand how quantum resources are generated far from equilibrium.

Zhenyu Xiao and Shinsei Ryu at Princeton University computed the stabilizer Rényi entropy to measure nonstabilizerness within one-dimensional random circuits, using a strong tensor network technique and hydrodynamic arguments. Their findings reveal diffusive behaviour in the late-time evolution of nonstabilizerness, showing its approach to a random state with a characteristic scaling of one over time. The results broaden understanding of nonstabilizerness and potentially inform the creation of realistic quantum states within Hamiltonian dynamics. The stabilizer Rényi entropy gap, measuring how difficult a quantum system is to describe using a stabilizer state,…

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