Holographic QCD and the muon anomalous magnetic moment. [PDF]
Leutgeb J, Mager J, Rebhan A.
europepmc +1 more source
Semiclassical asymptotics for Bergman projections with Gevrey weights
We extend the direct approach to the semiclassical asymptotics for Bergman projections, developed by Deleporte--Hitrik--Sjöstrand for real analytic exponential weights and Hitrik--Stone for smooth exponential weights, to the case of Gevrey weights. We prove that the amplitude of the asymptotic Bergman projection forms a Gevrey symbol whose asymptotic ...
Xiong, Haoren, Xu, Hang
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Gradient Expansions for the Large-Coupling Strength Limit of the Møller-Plesset Adiabatic Connection. [PDF]
Daas KJ +4 more
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Full semiclassical asymptotics near transition points
We construct complete asymptotic expansions of solutions of the 1D semiclassical Schrödinger equation near transition points. There are three main novelties: (1) transition points of order $κ\geq 2$ (i.e.\ trapped points -- the simple turning point is $κ=1$, the simple pole is $κ=-1$) are handled, (2) various terms in the operator are allowed to have ...
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Separation of Time Scales in Weakly Interacting Diffusions. [PDF]
Adams ZP, Engel M, Gvalani RS.
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Quantum Calculation of the Collision-Induced Line-Shape Effects in Antiprotonic Helium and the New Accurate Ab Initio p¯He+-He Potential Energy Surface. [PDF]
Jóźwiak HJ +4 more
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Probing the nature of black holes: Deep in the mHz gravitational-wave sky. [PDF]
Baibhav V +28 more
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Comparative asymptotics for discrete semiclassical orthogonal polynomials
We study the ratio $frac{P_{n}left( x;zright) }{phi_{n}left( xright)}$ asymptotically as $nrightarrowinfty,$ where the polynomials $P_{n}left(x;zright) $ are orthogonal with respect to a discrete linear functional and $phi_{n}left( xright) $ denote the falling factorial polynomials.
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Effective Dynamics of Local Observables for Extended Fermi Gases in the High-Density Regime. [PDF]
Fresta L, Porta M, Schlein B.
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Quantum Optics in Nanostructures. [PDF]
Vladimirova YV, Zadkov VN.
europepmc +1 more source

