Confinement in non-Abelian lattice gauge theory via persistent homology
We investigate the structure of confining and deconfining phases in SU (2) lattice gauge
theory via persistent homology, which gives us access to the topology of a hierarchy of …
theory via persistent homology, which gives us access to the topology of a hierarchy of …
Confining dyon-antidyon Coulomb liquid model. I.
We revisit the dyon-antidyon liquid model for the Yang-Mills confining vacuum discussed by
Diakonov and Petrov, by retaining the effects of the classical interactions mediated by the …
Diakonov and Petrov, by retaining the effects of the classical interactions mediated by the …
Double-winding Wilson loops and monopole confinement mechanisms
We consider “double-winding” Wilson loops in SU (2) gauge theory. These are contours
which wind once around a loop C 1 and once around a loop C 2, where the two co-planar …
which wind once around a loop C 1 and once around a loop C 2, where the two co-planar …
Chiral symmetry breaking/restoration in a dyonic vacuum
We discuss the topological phenomena in the QCD-like theories with a variable number of
fundamental fermions N f, focusing on the temperatures at or above the critical value T c of …
fundamental fermions N f, focusing on the temperatures at or above the critical value T c of …
Dyons near the transition temperature in lattice QCD
VG Bornyakov, EM Ilgenfritz, BV Martemyanov… - Physical Review D, 2016 - APS
We study the topological structure of QCD by cluster analysis. The fermionic topological
charge density is constructed from low-lying modes of the overlap Dirac operator for three …
charge density is constructed from low-lying modes of the overlap Dirac operator for three …
The abelian confinement mechanism revisited: New aspects of the Georgi–Glashow model
MM Anber - Annals of Physics, 2014 - Elsevier
The confinement problem remains one of the most difficult problems in theoretical physics.
An important step toward the solution of this problem is Polyakov's work on abelian …
An important step toward the solution of this problem is Polyakov's work on abelian …
Topology near the transition temperature in lattice gluodynamics analyzed by low lying modes of the overlap Dirac operator
EM Ilgenfritz, BV Martemyanov, M Müller-Preussker - Physical Review D, 2014 - APS
Topological objects of SU (3) gluodynamics are studied at the infrared scale near the
transition temperature with the help of zero and near-zero modes of the overlap Dirac …
transition temperature with the help of zero and near-zero modes of the overlap Dirac …
Dyon structures in the deconfinement phase of lattice gluodynamics: Topological clusters, holonomies, and Abelian monopoles
VG Bornyakov, EM Ilgenfritz, BV Martemyanov… - Physical Review D, 2015 - APS
The topological structure of lattice gluodynamics is studied at intermediate resolution scale
in the deconfining phase with the help of a cluster analysis. UV-filtered topological charge …
in the deconfining phase with the help of a cluster analysis. UV-filtered topological charge …
Dyons and Roberge-Weiss transition in lattice QCD
We study lattice QCD with N f= 2 Wilson fermions at nonzero imaginary chemical potential
and nonzero temperature. We relate the Roberge-Weiss phase transition to the properties of …
and nonzero temperature. We relate the Roberge-Weiss phase transition to the properties of …
Calculation of SU (2) string tension in the continuum limit by an effective theory of center vortices
The area law fall-off for the Wilson loop average has been confirmed by lattice calculations.
Using an effective theory for an ensemble of center vortices, we observe the area law fall-off …
Using an effective theory for an ensemble of center vortices, we observe the area law fall-off …