Inspired by direct and indirect maximal center gauge methods which identify vortices in lattice calculations, and by using the connection formalism, we show that under some appropriate gauge transformations, vortices and chains appear in the continuum limit of QCD vacuum.Comment: 5 page, Contribution to: 19th International Conference on Hadron Spectroscopy and Structure in memoriam Simon Eidelman (HADRON 2021
By applying the concepts of copositivity and using the gauge orbit spaces on the scalar potential, w...
The non-trivial ground-state vacuum fields of QCD form the foundation of matter. Here we examine the...
AbstractIn Ref. [H. Neuberger, hep-lat/03030090] Neuberger studied a vortex fermion model with two c...
Inspired by direct and indirect maximal center gauge methods which confirm the existence of vortices...
We continue our exploration of exotic, gapless lattice and continuum field theories with subsystem g...
The self-annihilation of oppositely charged optical vortices in a quantum fluid is hindered by nonli...
Although holographic duality has been regarded as a complementary tool in helping understand the non...
We consider the flavour-changing operators associated with the strong axial and trace anomalies. The...
We consider the flavour-changing operators associated with the strong axial and trace anomalies. The...
Maximal center gauge (MCG) aims to detect some of the most important vacuum configurations, suggesti...
The vacuum of quantum chromodynamics has an incredibly rich structure at the nonperturbative level, ...
A continuum theory of linearized Helmholtz-Kirchoff point vortex dynamics about a steadily rotating ...
The structure of the Quantum Chromodynamics (QCD) vacuum is studied using the formalism of Lattice Q...
A comment on the paper “Liquid 4He: Contributions to First Principles Theory. II. Quantized Vortices...
The origin of quark confinement from the theory of Quantum Chromodynamics (QCD) is a subject of gre...
By applying the concepts of copositivity and using the gauge orbit spaces on the scalar potential, w...
The non-trivial ground-state vacuum fields of QCD form the foundation of matter. Here we examine the...
AbstractIn Ref. [H. Neuberger, hep-lat/03030090] Neuberger studied a vortex fermion model with two c...
Inspired by direct and indirect maximal center gauge methods which confirm the existence of vortices...
We continue our exploration of exotic, gapless lattice and continuum field theories with subsystem g...
The self-annihilation of oppositely charged optical vortices in a quantum fluid is hindered by nonli...
Although holographic duality has been regarded as a complementary tool in helping understand the non...
We consider the flavour-changing operators associated with the strong axial and trace anomalies. The...
We consider the flavour-changing operators associated with the strong axial and trace anomalies. The...
Maximal center gauge (MCG) aims to detect some of the most important vacuum configurations, suggesti...
The vacuum of quantum chromodynamics has an incredibly rich structure at the nonperturbative level, ...
A continuum theory of linearized Helmholtz-Kirchoff point vortex dynamics about a steadily rotating ...
The structure of the Quantum Chromodynamics (QCD) vacuum is studied using the formalism of Lattice Q...
A comment on the paper “Liquid 4He: Contributions to First Principles Theory. II. Quantized Vortices...
The origin of quark confinement from the theory of Quantum Chromodynamics (QCD) is a subject of gre...
By applying the concepts of copositivity and using the gauge orbit spaces on the scalar potential, w...
The non-trivial ground-state vacuum fields of QCD form the foundation of matter. Here we examine the...
AbstractIn Ref. [H. Neuberger, hep-lat/03030090] Neuberger studied a vortex fermion model with two c...