Articoli in riviste
| Self-directed walk: a Monte-Carlo study in two dimensions |
| Turban L., Debierre J. M. |
| Journal of Physics A: Mathematical and General 20 (1987) 679 |
| DOI : 10.1088/0305-4470/20/3/030 |
A new type of indefinitely growing self-avoiding walk is introduced in which the walker is not allowed to perform a step pointing towards a site he has already visited. This restriction leads to a walk which is a succession of long directed parts. A Monte Carlo study on the square lattice suggests that the radius of gyration exponent nu =1 in two dimensions. The enhancement factor exponent gamma =1 in all dimensions. A self-consistent method gives nu =1 when 1 |






