SELFAVOIDING WALK IN FIVE-DIMENSIONS OR MORE DIMENSIONS
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Abstract: (Springer)
Using an expansion based on the renormalization group philosophy we prove that for aT step weakly self-avoiding random walk in five or more dimensions the variance of the endpoint is of orderT and the scaling limit is gaussian, asT→∞.- RENORMALIZATION GROUP
- LATTICE FIELD THEORY: RANDOM WALK
- LATTICE FIELD THEORY: HIGHER-DIMENSIONAL
- CORRELATION FUNCTION
- STATISTICAL MECHANICS: CRITICAL PHENOMENA
- SCALING
- FUNCTIONAL ANALYSIS
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