Defect Horizons: Bridging Weak and Strong Coupling
![Within a defect conformal field theory, the one-point function of the energy-momentum tensor and a localized operator-defined on a [latex]D^5[/latex]-brane worldvolume parametrized by [latex]\zeta=(x_0, x_1, r, \psi, \beta, \gamma)[/latex]-reveal fluctuations in the metric and a corresponding [latex]4[/latex]-form potential at the [latex]AdS_5[/latex] boundary.](https://arxiv.org/html/2605.14726v1/x4.png)
New research leverages holographic duality to explore the behavior of complex quantum field theories defined on defects within higher-dimensional space.
![Within a defect conformal field theory, the one-point function of the energy-momentum tensor and a localized operator-defined on a [latex]D^5[/latex]-brane worldvolume parametrized by [latex]\zeta=(x_0, x_1, r, \psi, \beta, \gamma)[/latex]-reveal fluctuations in the metric and a corresponding [latex]4[/latex]-form potential at the [latex]AdS_5[/latex] boundary.](https://arxiv.org/html/2605.14726v1/x4.png)
New research leverages holographic duality to explore the behavior of complex quantum field theories defined on defects within higher-dimensional space.
![A learned observable, derived from an analysis of [latex]e^+e^- \to Z(\to\mu^-\mu^+)H[/latex] events at [latex]\sqrt{s} = 250[/latex] GeV, more faithfully compresses information from the collision-demonstrated by its monotonic relationship with the per-event score-than traditional observables such as [latex]O_2 = \sin(2\phi^*)[/latex] (with [latex]\epsilon \sim eq 0.059[/latex]) or [latex]O_4 = f_{\rm ext}[/latex] ([latex]\epsilon \sim eq 0.102[/latex]).](https://arxiv.org/html/2605.14783v1/x2.png)
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![The distributions of concurrence and quantum discord, alongside a Bell variable, characterize quantum entanglement within the [latex]\bar{t}t[/latex] process at 13 TeV LHC, specifically examining the di-leptonic decay of top quarks in the [latex]k\bar{k}-r\bar{r}-n\bar{n}[/latex] helicity basis to reveal underlying quantum correlations.](https://arxiv.org/html/2605.12033v1/x2.png)
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