Peeling and Multi-critical Matter Coupled to Quantum Gravity

Abstract

We show how to determine the unknown functions arising when the peeling decomposition is applied to multi-critical matter coupled to two-dimensional quantum gravity and compute the loop-loop correlation functions. The results that $\eta =2+2/(2K-3)$ and $\nu =1-3/2K$ agree with the slicing decomposition, and satisfy Fisher scaling.

30 pages, 8 eps figures. Typos corrected; extended discussion at end, and at the beginning

References in corpus (4)

• Quantum geometry of 2d gravity coupled to unitary matter
• The quantum space-time of c=-2 gravity
• The Two-point Function of c=-2 Matter Coupled to 2D Quantum Gravity
• On the Connection Between 2d Topological Gravity and the Reduced Hermitian Matrix Model