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[2609.21078] Double-wells in a strong magnetic field: absence of tunneling for infinitely many values of the coupling constant

Abstract page for arXiv paper 2609.21078: Double-wells in a strong magnetic field: absence of tunneling for infinitely many values of the coupling constant Mathematics Analy... View PDFHTML (experimental)Abstract:We prove the fixed-potential conjecture of Fefferman, Shapiro, and Weinstein for inversion-symmetric magnetic double wells. We con...

arxiv.org

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    Bwanawe Wells Fargo 单曲

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    [2604.26895] Quantum scattering of droplets by wells and barriers in one-dimensional Bose-Bose mixtures

    View PDFHTML (experimental)Abstract:We investigate, both analytically and numerically, the scattering of quasi-one-dimensional quantum droplets from Pöschl-Teller potential wells and barriers. For attractive wells, we find a sharp transition between complete reflection and transmission at a critical incident velocity for both small and large flat-top ...

    arxiv.org

    Spinor Bosonic Atoms in Optical Lattices:Symmetry Breaking and Fractionalization

    In what follows we consider the case of antiferromagnetic interaction between the atomsa0 a2a_{0} a_{2}, whereaFa_{F}is anss-wave scattering length in theFFchannel. In the individual wells we take wavefunctions that are superpositions of the mean-field solutions of the interacting problem in the absence of tunneling between the wells[ ]|ψ⟩N|\psi\...

    arxiv.org

    [2610.08755] Metastability and Sharp Propagation-of-Chaos Thresholds for Mean-Field Interacting Diffusions on the Circle

    we establish uniform-in-time propagation-of-chaos in its attraction basin without assuming finitely many critical orbits. The proofs develop the Freidlin-Wentzell cycle analysis for the empirical measure process and exploit Dawson and Gärtner's fixed-horizon large deviation estimates to analyze long excursions between metastable wells. We give a c...

    arxiv.org

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    [2609.24009v1] Vanishing discount and viscosity selection problems for mechanical Hamilton--Jacobi equations

    potential near its wells. We also obtain quantitative and sharp convergence estimates in the subcritical regime. In the supercritical regime, we prove convergence when the local harmonic ground-state energy of the potential has a unique minimizer among the wells. Finally, we establish a concentration phenomenon of the associated Gibbs measures...

    arxiv.org
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