Conformal Symmetry in Matrix Model beyond the Eikonal Approximation

Abstract

Recently, it was shown by Jevicki, Kazama and Yoneya (JKY) that the Super-Yang-Mills theories (SYM) in $D\le 4$ can reproduce the conformal symmetry of the near-horizon geometry of the D-brane solutions. However, the eikonal approximation they used is not sufficient for analyzing the conformal symmetry in SYM. We carry out the 1-loop calculation beyond the eikonal approximation for D=1 SYM (i.e., Matrix model) to confirm the claim of JKY.

12 pages, LaTeX, no figures, minor corrections

References in corpus (2)

• Space-Time Uncertainty Principle and Conformal Symmetry in D-Particle Dynamics
• Quantum Metamorphosis of Conformal Transformation in D3-Brane Yang-Mills Theory

Cited by in corpus (4)

• On the Supersymmetry and Gauge Structure of Matrix Theory
• Higher-derivative terms in one-loop effective action for general trajectories of D-particles in Matrix theory
• Conformal Symmetry and A New Gauge in the Matrix Model
• Fully Off-shell Effective Action and its Supersymmetry in Matrix Theory