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Quantification of the Ionic Character of Multiconfigurational Wave Functions: The Q a t Diagnostic
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Wave-function-based emulation for nucleon-nucleon scattering in momentum space
Emulators for low-energy nuclear physics can provide fast and accurate predictions of bound-state and scattering observables for applications that require repeated calculations with different parameters, such as Bayesian uncertainty quantification. In this paper, we extend a scattering emulator based on the Kohn variational principle (KVP) to momentum space (including coupled channels) with arbitrary boundary conditions, which enable the mitigation of spurious singularities known as Kohn anomalies. We test it on a modern chiral nucleon-nucleon (N N) interaction, including emulation of the coupled channels. We provide comparisons between a Lippmann-Schwinger equation emulator and our KVP momentum-space emulator for a representative set of neutron-proton (n p) scattering observables, and also introduce a quasi-spline-based approach for the KVP-based emulator. Furthermore, our findings show that while there are some trade-offs between accuracy and speed, all three emulators perform well. Self-contained Jupyter notebooks that generate the results and figures in this paper are publicly available.
Computing light-front wave functions without light-front quantization: A large-momentum effective theory approach
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Nonperturbative determination of the Collins-Soper kernel from quasitransverse-momentum-dependent wave functions
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Light-front wave functions of vector mesons in an algebraic model
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High-energy dipole scattering amplitude from evolution of low-energy proton light-cone wave functions
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Probing gluon Bose correlations in nuclear wave function in deep inelastic scattering
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Mueller’s dipole wave function in QCD: Emergent Koba-Nielsen-Olesen scaling in the double logarithm limit
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Exact renormalization of wave functionals yields continuous MERA
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Hadronic structure on the light front. IX. Orbital-spin-isospin wave functions of baryons
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Search for Spontaneous Radiation from Wave Function Collapse in the Majorana Demonstrator
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Erratum: Search for Spontaneous Radiation from Wave Function Collapse in the Majorana Demonstrator [Phys. Rev. Lett. 129 , 080401 (2022)]
This corrects the article DOI: 10.1103/PhysRevLett.129.080401.
Emergent Quantum State Designs from Individual Many-Body Wave Functions
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Instanton Effects in Euclidean vacuum, Real Time Production, and in the Light-front Wave Functions
Nontrivial topological structures of non-Abelian gauge fields were discovered in the 1970s. Instanton solutions, describing vacuum tunneling through topological barriers, have fermionic zero modes which are at the origin of ‘t Hooft effective Lagrangian. In the 1980s, instanton ensembles have been used to explain chiral symmetry breaking. In the 1990s, a large set of numerical simulations were performed deriving Euclidean correlation functions. The special role of scalar diquarks in nucleons and color superconductivity in dense quark matter has been elucidated. In these lectures, we discuss further developments of physics related to gauge topology. We show that the instanton–anti-instanton “streamline” configurations describe “sphaleron transitions” in high-energy collisions, which result in production of hadronic clusters with nontrivial topological/chiral charges. (They are not yet observed, but discussions of dedicated experiments at the LHC and RHIC are ongoing.) Another new direction is instanton effects in hadronic spectroscopy, both in the rest frame and on the light front. We will discuss their role in central and spin-dependent potentials, form factors and antiquark nuclear “sea”. Finally, we summarize the advances in the semiclassical theory of deconfinement, and chiral phase transitions at finite temperature, in QCD, and in some of its “deformed” versions.
On the Analytic Solution of the First-Order Perturbed Wave Function of the Two-Electron Atom
Infinite power series to solve perturbation equation for ground state of helium atom