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AbstractAbstract
[en] We report on a numerical simulation of a dynamically triangulated random surface with extrinsic curvature. Evidence for a crumpling transition at finite coupling is shown. By measuring loop correlation functions we are able to extract both the mass gap and string tension. Preliminary results indicate that the latter may scale close to the new critical point in such a way as to ensure that the continuum limit describes the fluctuations of a genuine 2D surface. (orig.)
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Source
International conference on lattice field theory (LATTICE-90); Tallahassee, FL (United States); 8-12 Oct 1990
Record Type
Journal Article
Literature Type
Conference
Journal
Country of publication
ASYMPTOTIC SOLUTIONS, COMPUTERIZED SIMULATION, CORRELATION FUNCTIONS, CRITICAL TEMPERATURE, ENERGY GAP, FLUCTUATIONS, LATTICE FIELD THEORY, METRICS, ORDER-DISORDER TRANSFORMATIONS, PARTITION FUNCTIONS, REST MASS, RIEMANN SPACE, SCALING LAWS, SPECIFIC HEAT, STRESSES, STRING MODELS, TWO-DIMENSIONAL CALCULATIONS
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