Abstract
We study the restricted solid on solid model for surface growth in spatial dimension by means of a multisurface coding technique that allows one to produce a large number of samples in the stationary regime in a reasonable computational time. Thanks to (i) a careful finite-size scaling analysis of the critical exponents and (ii) the accurate estimate of the first three moments of the height fluctuations, we can quantify the wandering exponent with unprecedented precision: . This figure is incompatible with the long-standing conjecture due to Kim and Koesterlitz that hypothesized .
- Received 8 June 2015
DOI:https://doi.org/10.1103/PhysRevE.92.010101
©2015 American Physical Society