Resolving a 16-year-old conjecture: the quantum supremum of the I₃₃₂₂ Bell inequality cannot be attained with finite-dimensional quantum systems but is attained in infinite dimensions, with dimension complexity scaling logarithmically.

Resolving a 16-year-old conjecture: the quantum supremum of the I₃₃₂₂ Bell inequality cannot be attained with finite-dimensional quantum systems but is attained in infinite dimensions, with dimension complexity scaling logarithmically.
A 20-year-old quantum information puzzle just got solved! Complete formula now determines minimum product basis sizes across all quantum systems, resolving the Alon-Lovász conjecture through graph-theoretic methods.
Novel pseudospectral framework identifies quantum many-body scars and certifies them as quantum error-correcting codes, bridging nonthermal physics with robust quantum information protection.
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Novel theoretical simulations reveal fractons—exotic immobile quasiparticles—could exist in realistic quantum materials, potentially enabling robust quantum information storage. Breakthrough moves experimental detection closer to reality.
First experimental study of quantum-state texture dynamics under quantum channels. Demonstrates QST response determined by single reference state evolution, enables entangling gate identification via local measurements on NMR processor.
Collective quantum information extracts Nln2 times more work than local measurements from many-body quantum batteries. Linear scaling law verified to 0.02% precision across 4-24 trapped ions demonstrates size-independent demon efficiency.
Neural networks identify when partial quantum measurements uniquely determine complete quantum states, reconstructing 4-qubit density matrices with high fidelity from reduced data. Validated experimentally on NMR quantum processor.
Critical analysis distinguishing phenomenological quantum channels from physically grounded open system dynamics in hyperon production, identifying fundamental conceptual and mathematical inconsistencies.
Breakthrough in quantum information theory: adjusted von Neumann entropy uniquely quantifies localizable information and characterizes Bell states—providing the quantum analog of Shannon entropy that standard von Neumann entropy fails to capture.
Quantum entanglement entropy minimization may provide a unified information-theoretic principle explaining why global symmetry-violating processes are suppressed in particle physics, from lepton number violation to flavor-changing currents.