Large-N scaling limits of symmetric-matrix models as systems of fluctuating unoriented surfaces

Details Large-N scaling limits of symmetric-matrix models as systems of fluctuating unoriented surfaces Large-N scaling limits of symmetric-matrix models as systems of fluctuating unoriented surfaces

Oct 1990

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1990phrvl..65.2098b&link_type=abstract

Physical Review Letters, Volume 65, Issue 17, October 22, 1990, pp.2098-2101

Mathematics

Logic

19

Expansions For Large Numbers Of Components

Scientific paper

Models of a single real symmetric matrix are exactly solved in the
scaling limit where the size of the matrix is taken to infinity and a
physical cosmological constant is kept fixed. This limit represents the
quantization of unoriented surfaces with various kinds of matter content
but without surfacelike extrinsic properties.

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