Non-commutative holography and scattering amplitudes in a large magnetic background
Amit Sever
Abstract
Amit Sever
Abstract
We study planar gluon scattering amplitudes and Wilson loops in non-commutative gauge theory. Our main results are: 1. We find the map between observables in non-commutative gauge theory and their holographic dual. In that map, the region near the boundary of the gravitational dual describes the physics in terms of T-dual variables. 2. We show that in the presence of a large magnetic background and a UV regulator, a planar gluon scattering amplitude reduces to a polygon Wilson loop expectation value, dressed by a tractable polarization dependent factor. January 2009 1. Introduction and
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We study planar gluon scattering amplitudes and Wilson loops in non-commutative gauge theory. Our main results are: 1. We find the map between observables in non-commutative gauge theory and their holographic dual. In that map, the region near the boundary of the gravitational dual describes the physics in terms of T-dual variables. 2. We show that in the presence of a large magnetic background and a UV regulator, a planar gluon scattering amplitude reduces to a polygon Wilson loop expectation value, dressed by a tractable polarization dependent factor. January 2009 1. Introduction and
Key concepts: Scattering amplitude, Physics, Holography, Scattering, Amplitude, Commutative property, Planar, Quantum electrodynamics