Study reveals onset of quantum chaos in Yukawa-SYK model at R≈0.3 through spectral diagnostics and Krylov complexity. Unfolded spectrum shows GUE/GOE statistics transition, enabling cavity-QED realizations of many-body chaos and thermalization.

Study reveals onset of quantum chaos in Yukawa-SYK model at R≈0.3 through spectral diagnostics and Krylov complexity. Unfolded spectrum shows GUE/GOE statistics transition, enabling cavity-QED realizations of many-body chaos and thermalization.
Reveals how classical chaos signatures manifest in quantum Krylov space: Lyapunov exponents encoded in operator geometry, mixing reflected in Arnoldi sequence exponential decay via Ruelle-Pollicott resonances.
Derived exact finite-N complex-spacing-ratio distributions for non-Hermitian random matrices in classes AI† and AII†, providing algebraic expressions and integral representations enabling rigorous characterization of dissipative quantum chaos.
Adding disorder to quantum battery charging paradoxically optimizes performance: chaotic dynamics maximize energy storage, minimize fluctuations, and achieve nearly 100% work extraction efficiency—exploiting chaos for quantum control.
Local dissipation fundamentally alters quantum chaos signatures. Despite identical spectral statistics, local Lindbladians exhibit log-normal eigenoperator-entanglement distributions, revealing hidden structure beyond standard random-matrix diagnostics.
Single-particle chaotic systems exhibit eigenstate thermalization with semiclassical scaling. Off-diagonal matrix elements reveal banded structure governed by classical dynamics, advancing understanding of quantum thermalization mechanisms.
Derived asymmetric bounds on quantum thermalization using thermal analyticity. Gravitational scrambling in holographic systems saturates the strongest directional constraints, linking quantum chaos to information theory.
Quasiperiodic driving induces robust quantum-chaotic signatures in impact oscillators near grazing conditions, with multiple independent diagnostics confirming chaos—in stark contrast to previously observed strange nonchaotic dynamics under periodic forcing.
Study reveals quantum chaos signatures emerge from transient classical chaos, not just chaotic attractors. Refines understanding of dissipative quantum dynamics and random-matrix statistics in Liouvillian systems.
Study reveals how pulse duration and waveform shape profoundly impact dynamical localization in ultracold atoms, with analysis identifying an optimal modulation period that maximizes quantum suppression of chaos.
Researchers demonstrate exponential OTOC growth in traversable wormholes, revealing these theoretical structures exhibit sensitivity to quantum fluctuations and may be inherently unstable despite classical appearances.
Researchers proved quantum kicked rotors reproduce long-range Anderson transitions observed in power-law random banded matrices using two-loop renormalization group analysis, bridging chaotic and disordered quantum systems.