Semiclassical geometry of 4-D reduced supersymmetric Yang-Mills integrals
Mar, 2005Citations per year
Abstract:
We investigate semiclassical properties of space-time geometry of the low energy limit of reduced four dimensional supersymmetric Yang-Mills integrals using Monte-Carlo simulations. The limit is obtained by an one-loop approximation of the original Yang-Mills integrals leading to an effective model of branched polymers. We numerically determine the behaviour of the gyration radius, the two-point correlation function and the Polyakov-line operator in the effective model and discuss the results in the context of the large-distance behaviour of the original matrix model.Note:
- 14 pages, 5 figures, corrected version v3 Journal-ref: JHEP03 (2005) 058
- IIB MATRIX MODEL
- YANG-MILLS INTEGRALS
- POLYAKOV-LINE
- BRANCHED POLYMERS
- gauge field theory: Yang-Mills
- supersymmetry
- semiclassical
- dimensional reduction
- partition function
- model: polymer
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