Abstract
The numerical simulation of random walks is considered using the Monte Carlo method proposed by Janse van Rensburg (1987). The algorithm is tested and then generalised to generate Edwards random walk (1965). The renormalised masses of the Edwards model (which corresponds to an N to 0, g0 mod phi 2 mod 2 theory) are calculated and the results are compared with those obtained from a simple perturbation theory calculation for small values of the bare coupling constant. The efficiency of this algorithm is discussed and compared with an alternative approach.
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