(1) P.O. Box 39953, Ramat-Aviv 61398, Tel-Aviv, Israel, IL
Abstract:
It is shown that a dimension-invariant form for fractal dimension D of random systems (where d is Euclidean dimension of the embedding space) is in good agreement with results of numerical simulations performed by different
authors for critical (p=pc) and subcritical (p<pc) percolation, for lattice animals, and for different aggregation processes.
Received: 9 July 1998 / Revised and Accepted: 12 July 1998