Beyond the Standard Model: The Quest to Understand the Higgs

A new generation of colliders and advanced detector technologies are crucial to unlock the full potential of Higgs boson studies and reveal potential physics beyond our current understanding.

![Numerical simulation reveals that two overdamped Brownian particles, subject to feedback control of their joint statistics, exhibit finite-time entanglement evidenced by a cross-covariance that grows logarithmically with time-specifically, [latex]\mathrm{Cov}[x\_{1},x\_{2}]=2\kappa\sqrt{D\_{1}D\_{2}}\ln(t/t\_{0})[/latex]-demonstrating how outcome-space feedback can induce correlations even in systems governed by random motion.](https://arxiv.org/html/2601.02388v1/x2.png)
![The theoretical setup explores how a mass [latex]A[/latex], existing in a past superposition, recombines at a distinct spacetime point from a similar process affecting mass [latex]B[/latex], with the propagation of which-path information - encoded in phases [latex]\varphi^{\textsc{b}}\_{\textsc{a}s\_{\textsc{a}}}[/latex] - and decoherence-inducing radiation (quantified by [latex]\Gamma_a[/latex] and [latex]\Gamma_b[/latex]) both adhering to causal limits defined by a hypersurface Σ.](https://arxiv.org/html/2601.03214v1/x1.png)
![The study demonstrates that the aluminum transmon loss function, initially modeled with a Lindhard function and a superconducting gap correction, exhibits momentum-independent behavior for low-energy quanta (q < a few hundred eV), but converges to a bulk-like response at higher energies [latex]q \gtrsim 2\,{\rm keV} \gg d^{-1}[/latex], where <i>d</i> represents the aluminum layer thickness, effectively eliminating discernible differences attributable to the thin-layer geometry.](https://arxiv.org/html/2601.02474v1/x1.png)
![Dysprosium emerges as a promising medium for dark photon research, exhibiting sensitivity to kinetic mixing ε across a range of values-specifically, when [latex]f[/latex] varies from 0.01 to 0.1-and potentially unlocking several orders of magnitude of previously unexplored parameter space.](https://arxiv.org/html/2601.01043v1/x9.png)

![The study demonstrates that in a nonlinear orbital angular momentum lattice, antisymmetric edge states remain stable regardless of nonlinearity strength, while symmetric edge states-present under weak nonlinearity-transition into bulk states and ultimately vanish beyond a critical nonlinearity threshold, a boundary clearly delineated by the system’s parameters [latex]U=gN_{edge}[/latex], [latex]J=1[/latex], and [latex]\delta J=0.3[/latex].](https://arxiv.org/html/2601.02199v1/x10.png)