Results 1  10
of
212
’t Hooft Operators in the Boundary
"... We consider a topologically twisted maximally supersymmetric YangMills theory on a fourmanifold of the form V = W × R+. ’t Hooft disorder operators localized in the boundary component at finite distance of V are relevant for the study of knot theory on the threemanifold W, and have recently been ..."
Abstract
 Add to MetaCart
We consider a topologically twisted maximally supersymmetric YangMills theory on a fourmanifold of the form V = W × R+. ’t Hooft disorder operators localized in the boundary component at finite distance of V are relevant for the study of knot theory on the threemanifold W, and have recently been
The algebra of Wilson’t Hooft operators
"... We study the Operator Product Expansion of Wilson’t Hooft operators in a twisted N = 4 superYangMills theory with gauge group G. The MontonenOlive duality puts strong constraints on the OPE and in the case G = SU(2) completely determines it. From the mathematical point of view, the MontonenOliv ..."
Abstract

Cited by 13 (2 self)
 Add to MetaCart
We study the Operator Product Expansion of Wilson’t Hooft operators in a twisted N = 4 superYangMills theory with gauge group G. The MontonenOlive duality puts strong constraints on the OPE and in the case G = SU(2) completely determines it. From the mathematical point of view, the Montonen
The ’t HooftPolyakov Monopole in the Presence of an ’t Hooft Operator,” Phys
 Lett. B
"... We present explicit BPS field configurations representing one nonabelian monopole with one minimal weight ’t Hooft operator insertion. We explore the SO(3) and SU(2) gauge groups. In the case of SU(2) gauge group the minimal ’t Hooft operator can be completely screened by the monopole. If the gauge ..."
Abstract

Cited by 18 (7 self)
 Add to MetaCart
We present explicit BPS field configurations representing one nonabelian monopole with one minimal weight ’t Hooft operator insertion. We explore the SO(3) and SU(2) gauge groups. In the case of SU(2) gauge group the minimal ’t Hooft operator can be completely screened by the monopole. If the gauge
Wilson’t Hooft operators and the theta angle
, 2006
"... We consider (3+1)dimensional SU(N)/ZN YangMills theory on a spacetime with a compact spatial direction, and prove the following result: Under a continuous increase of the theta angle θ → θ+2π, a ’t Hooft operator T(γ) associated with a closed spatial curve γ that winds around the compact directio ..."
Abstract
 Add to MetaCart
We consider (3+1)dimensional SU(N)/ZN YangMills theory on a spacetime with a compact spatial direction, and prove the following result: Under a continuous increase of the theta angle θ → θ+2π, a ’t Hooft operator T(γ) associated with a closed spatial curve γ that winds around the compact
Wilson’t Hooft operators in fourdimensional gauge theories and Sduality
"... We study operators in fourdimensional gauge theories which are localized on a straight line, create electric and magnetic flux, and in the UV limit break the conformal invariance in the minimal possible way. We call them Wilson’t Hooft operators, since in the purely electric case they reduce to th ..."
Abstract

Cited by 96 (5 self)
 Add to MetaCart
We study operators in fourdimensional gauge theories which are localized on a straight line, create electric and magnetic flux, and in the UV limit break the conformal invariance in the minimal possible way. We call them Wilson’t Hooft operators, since in the purely electric case they reduce
Sduality, ’t Hooft operators and the operator product expansion
, 906
"... We study Sduality in N = 4 super YangMills with an arbitrary gauge group by determining the operator product expansion of the circular BPS Wilson and ’t Hooft loop operators. The coefficients in the expansion of an ’t Hooft loop operator for chiral primary operators and the stressenergy tensor are ..."
Abstract

Cited by 3 (0 self)
 Add to MetaCart
We study Sduality in N = 4 super YangMills with an arbitrary gauge group by determining the operator product expansion of the circular BPS Wilson and ’t Hooft loop operators. The coefficients in the expansion of an ’t Hooft loop operator for chiral primary operators and the stressenergy tensor
CALT682536 Wilson’t Hooft operators in fourdimensional gauge theories and Sduality
, 2008
"... We study operators in fourdimensional gauge theories which are localized on a straight line, create electric and magnetic flux, and in the UV limit break the conformal invariance in the minimal possible way. We call them Wilson’t Hooft operators, since in the purely electric case they reduce to th ..."
Abstract
 Add to MetaCart
We study operators in fourdimensional gauge theories which are localized on a straight line, create electric and magnetic flux, and in the UV limit break the conformal invariance in the minimal possible way. We call them Wilson’t Hooft operators, since in the purely electric case they reduce
Quantum ’t Hooft operators and Sduality in N = 4 super YangMills
, 2009
"... We provide a quantum path integral definition of an ’t Hooft loop operator, which inserts a pointlike monopole in a fourdimensional gauge theory. We explicitly compute the expectation value of the circular ’t Hooft operators in N = 4 super YangMills with arbitrary gauge group G up to next to leadi ..."
Abstract
 Add to MetaCart
We provide a quantum path integral definition of an ’t Hooft loop operator, which inserts a pointlike monopole in a fourdimensional gauge theory. We explicitly compute the expectation value of the circular ’t Hooft operators in N = 4 super YangMills with arbitrary gauge group G up to next
Results 1  10
of
212