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The master Ward identity
 Rev. Math. Phys
"... In the framework of perturbative quantum field theory (QFT) we propose a new, universal (re)normalization condition (called ’master Ward identity’) which expresses the symmetries of the underlying classical theory. It implies for example the field equations, energymomentum, chargeand ghostnumber c ..."
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Cited by 10 (3 self)
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In the framework of perturbative quantum field theory (QFT) we propose a new, universal (re)normalization condition (called ’master Ward identity’) which expresses the symmetries of the underlying classical theory. It implies for example the field equations, energymomentum, chargeand ghost
GENERATING FUNCTIONAL IN CFT AND EFFECTIVE ACTION FOR TWODIMENSIONAL QUANTUM GRAVITY ON HIGHER GENUS RIEMANN SURFACES
, 1996
"... We formulate and solve the analog of the universal Conformal Ward Identity for the stressenergy tensor on a compact Riemann surface of genus g> 1, and present a rigorous invariant formulation of the chiral sector in the induced twodimensional gravity on higher genus Riemann surfaces. Our const ..."
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Cited by 10 (5 self)
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We formulate and solve the analog of the universal Conformal Ward Identity for the stressenergy tensor on a compact Riemann surface of genus g> 1, and present a rigorous invariant formulation of the chiral sector in the induced twodimensional gravity on higher genus Riemann surfaces. Our
Liouville theory: Quantum geometry of Riemann surfaces
, 1993
"... Inspired by Polyakov’s original formulation [1, 2] of quantum Liouville theory through functional integral, we analyze perturbation expansion around a classical solution. We show the validity of conformal Ward identities for puncture operators and prove that their conformal dimension is given by the ..."
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Cited by 22 (1 self)
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Inspired by Polyakov’s original formulation [1, 2] of quantum Liouville theory through functional integral, we analyze perturbation expansion around a classical solution. We show the validity of conformal Ward identities for puncture operators and prove that their conformal dimension is given
Large Gauge Ward Identity
, 1999
"... We study the question of the Ward identity for “large ” gauge invariance in 0+1 dimensional theories. We derive the relevant Ward identities for a single flavor fermion and a single flavor complex scalar field interacting with an Abelian gauge field. These identities are nonlinear. The Ward identity ..."
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We study the question of the Ward identity for “large ” gauge invariance in 0+1 dimensional theories. We derive the relevant Ward identities for a single flavor fermion and a single flavor complex scalar field interacting with an Abelian gauge field. These identities are nonlinear. The Ward
DAMTP/0451 hepth/0407060 Superconformal Ward Identities and their Solution
, 2004
"... Superconformal Ward identities are derived for the the four point functions of chiral primary BPS operators forN = 2, 4 superconformal symmetry in four dimensions. Manipulations of arbitrary tensorial fields are simplified by introducing a null vector so that the four point functions depend on two i ..."
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Superconformal Ward identities are derived for the the four point functions of chiral primary BPS operators forN = 2, 4 superconformal symmetry in four dimensions. Manipulations of arbitrary tensorial fields are simplified by introducing a null vector so that the four point functions depend on two
Ward Identity for Membranes
, 2008
"... Ward identities in the case of scattering of antisymmetric three form RR gauge fields off a D2brane target has been studied in typeIIA theory. ..."
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Ward identities in the case of scattering of antisymmetric three form RR gauge fields off a D2brane target has been studied in typeIIA theory.
2D Quantum Gravity in the ProperTime Gauge
, 1993
"... A twoloop (cylinder) amplitude of the 2d pure gravity theory is obtained in the propertime gauge (g00 = 1, g01 = g10 = 0) in the continuum formulation. The constraint T01 = 0 is solved and used to reduce the problem of field theory to that of quantum mechanics. This reduction can also be proved by ..."
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Cited by 1 (0 self)
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by using a conformal Ward identity. The amplitude depends on the lengths l1,l2 of the boundaries, the proper time T and a nonnegative integer m associated with winding modes around the boundaries.
Generating Functional in CFT and Effective Action for TwoDimensional Quantum Gravity on Higher Genus Riemann Surfaces
, 1997
"... We formulate and solve the analog of the universal Conformal Ward Identity for the stressenergy tensor on a compact Riemann surface of genus g > 1, and present a rigorous invariant formulation of the chiral sector in the induced twodimensional gravity on higher genus Riemann surfaces. Our cons ..."
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We formulate and solve the analog of the universal Conformal Ward Identity for the stressenergy tensor on a compact Riemann surface of genus g > 1, and present a rigorous invariant formulation of the chiral sector in the induced twodimensional gravity on higher genus Riemann surfaces. Our
and anomalous supersymmetry Ward identities
, 1999
"... Feynman rules for nonperturbative sectors ..."
Results 21  30
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2,580