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The Convergence of Yang-Mills Integrals

Abstract:
We prove that SU(N) bosonic Yang-Mills matrix integrals are convergent for dimension (number of matrices) $D\ge D_c$. It is already known that $D_c=5$ for N=2; we prove that $D_c=4$ for N=3 and that $D_c=3$ for $N\ge 4$. These results are consistent with the numerical evaluations of the integrals by Krauth and Staudacher.
Publication status:
Published

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Authors


Austing, P More by this author
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Institution:
University of Oxford
Department:
Oxford, MPLS, Physics, Theoretical Physics
Publication date:
2001-01-11
DOI:
EISSN:
1029-8479
ISSN:
1029-8479
URN:
uuid:d6b449d6-b856-4bef-9320-e9ff1c4d074b
Source identifiers:
27284
Local pid:
pubs:27284
Keywords:

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