[1] J. Greensite, The confinement problem in lattice gauge theory, Progress in Particle and Nuclear Physics51(2003) 1-83.
[2] M. Engelhardt, Generation of confinement and other nonperturbative effects by infrared gluonic degrees of freedom, Nuclear Physics Proceedings Supplements 140(2005) 92-105.
[4] M.N. Chernodub, M. I. Polikarpov, Confinement, duality and nonperturbative aspects of QCD, Plenum Press, New York, (1998).
[6] G.’t Hooft, Topology of the gauge condition and new confinement phases non-abelian gauge theories, Nuclear Physics B 190 (1981)455-478.
[7] M. Faber, J. Greensite, S. Olejnik, Casimir scaling from center vortices: Towards an understanding of the adjoint string tension, Physical Review D 57 (1998) 2603-2609.
[8] S. Deldar, Static SU(3) potentials for sources in various representations, Physical Review D 62 (2000) 034509.
[9] S. Deldar, H. Lookzadeh, S.M. Hosseini Nejad, Confinement in G2 gauge theories using thick center vortex model and domain structures, Physical Review D 85 (2012) 054501.
[10]
S. Rafibakhsh, The effect of SU(4) group factor in the thick center vortex potentials
,Physical Review D 89 (2014) 034503.
[12]
M. Kiamari,
S. Deldar, Interacting dyon ensemble and confinement by particle mesh Ewald's method,
Physical Review D 95(2017) 076006.
[14] J.M. Cornwall, Center vortices, nexuses, and fractional topological charge, Physical Review D 61 (2000) 085012.
[16] G. Ripka, Dual superconductor models of color confinement, Lecture Notes in Physics 639(2004) 1.
)