Entangled Across Space: Wormholes as Quantum Channels
![Entanglement’s evolution within the modeled wormhole setup demonstrates that localized operator excitation enhances mutual information [latex]\Delta I_{AB} > 0[/latex] by spreading the right-moving entangled mode-primarily affecting region BB, with some impact on AA-while leaving the left-moving mode unaffected, thereby increasing [latex]S_A[/latex] but not altering [latex]S_{AB}[/latex].](https://arxiv.org/html/2601.21604v1/x9.png)
New research explores how quantum entanglement can be propagated between two seemingly disconnected universes using wormhole-like connections, potentially offering insights into the nature of quantum information transfer.
![FlowBoost successfully generated point sets that surpass previously known constructions, achieving a discrepancy of 0.073086 for [latex]N=20[/latex] and 0.032772 for [latex]N=60[/latex], and approaching the theoretically proven optimal discrepancy of 0.0604 for [latex]N=20[/latex].](https://arxiv.org/html/2601.18005v1/x35.png)
![The study elucidates a Hamiltonian constructed from specific term configurations-the first three defining the initial component, while subsequent configurations detail further terms-and demonstrates this framework’s application through Gauss’s law as it relates to eleven-form symmetries, further illustrated by the behavior of a dipole algebra-specifically, how a translation operator acting on [latex]\mathcal{M}^{Z(1)}\_{xy,x}[/latex] transforms it to [latex]\mathcal{M}^{Z(1)}\_{xy,0}[/latex].](https://arxiv.org/html/2601.21625v1/x7.png)
![Following a quench from a weakly-entangled state, the rate of growth of state entanglement is determined by a static solution to the equations of motion-specifically, [latex]\theta(x) = \arctan\exp\left(2x/l\right)[/latex]-which defines an entanglement membrane tension [latex]\mathcal{E}(v)[/latex] at [latex]v=0[/latex], and is degenerate under spatial translations where [latex]l \equiv \Delta\_0/\Delta\_I[/latex].](https://arxiv.org/html/2601.21134v1/staticwall.png)
![The dynamics of hole polaron formation in MgO reveal a time-dependent energy landscape, transitioning from an initial state-indicated by calculations yielding [latex]E_{static}[/latex]-to a stabilized configuration, as evidenced by the evolution of the hole envelope function [latex]A_{n{\bf k}}(t)[/latex] over timescales of 10 to 500 femtoseconds and corresponding shifts in the density of injected holes within the conduction band.](https://arxiv.org/html/2601.21810v1/Fig2.png)
![An accelerated discovery workflow integrates physical principles, generative modeling ([latex]MatterGen[/latex]), machine learning potential prescreening ([latex]MatterSim[/latex]), and high-throughput density functional theory validation to efficiently identify and analyze candidate electride materials, systematically filtering compositions based on defined metrics and retaining only those meeting stringent stability criteria.](https://arxiv.org/html/2601.21077v1/Fig1.png)
![Following a sudden shift in interaction strength, the system’s double occupancy - a measure of paired particles - exhibits time-dependent fluctuations whose period and long-term average are demonstrably modulated by the magnitude of that shift, revealing a nuanced relationship between quench strength [latex]U_f/W[/latex] and the resulting dynamic behavior.](https://arxiv.org/html/2601.22053v1/1B.png)