SERIES STUDY OF THE ONE-DIMENSIONAL TRUE SELF-AVOIDING WALK

none4The 'true' self avoiding walk problem is formulated using a grand canonical approach, and exact enumeration methods are used to calculate the average end-to-end distance for one-dimensional 'true' self-avoiding walks with up to 21 steps. The results are in agreement with a universality picture obtained both from Monte Carlo simulations and from scaling and crossover arguments. The extrapolated value of the end-to-end distance exponent nu is nu =0.67+or-0.04.noneA. L. STELLA;S. L. A.;P. M. DUXBURY;R. B. STINCHCOMBEStella, Attilio; S. L., A.; P. M., Duxbury; R. B., Stinchcomb