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Durhuus, B.; Froehlich, J.; Jonsson, T.
Niels Bohr Inst., Copenhagen (Denmark)1984
Niels Bohr Inst., Copenhagen (Denmark)1984
AbstractAbstract
[en] The authors solve a model of planar random surfaces exactly in the sense that, by assuming that the susceptibility diverges at a critical point, they determine the critical exponents and the Hausdorff dimension, and show that the string tension does not tend to zero at the critical point. (The assumption that the susceptibility diverges has been verified numerically in 2 and 3 dimensions and proven for d = infinity). (Auth.)
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1984; 55 p
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