19 citations · 91 across the 8 of their papers we have counts for
8 papers
Computation of nucleation of a non-equilibrium first-order phase transition using a rare-event algorithm
David A. Adams, Robert M. Ziff, Leonard M. Sander
We introduce a new Forward-Flux Sampling in Time (FFST) algorithm to efficiently measure transition times in rare-event processes in non-equilibrium systems, and apply it to study…
The Barrier Method: A Technique for Calculating Very Long Transition Times
David A. Adams, Leonard M. Sander, Robert M. Ziff
In many dynamical systems there is a large separation of time scales between typical events and "rare" events which can be the cases of interest. Rare-event rates are quite difficu…
Fractal dimensions of the Q-state Potts model for the complete and external hulls
David A. Adams, Leonard M. Sander, Robert M. Ziff
Fortuin-Kastelyn clusters in the critical -state Potts model are conformally invariant fractals. We obtain simulation results for the fractal dimension of the complete and exter…
The Harmonic Measure for critical Potts clusters
David A. Adams, Yen Ting Lin, Leonard M. Sander +1
We present a technique, which we call "etching," which we use to study the harmonic measure of Fortuin-Kasteleyn clusters in the Q-state Potts model for Q=1-4. The harmonic measure…
The Harmonic Measure of Diffusion-Limited Aggregates including Rare Events
D. A. Adams, L. M. Sander, E. Somfai +1
We obtain the harmonic measure of diffusion-limited aggregate (DLA) clusters using a biased random-walk sampling technique which allows us to measure probabilities of random walker…
Harmonic Measure for Percolation and Ising Clusters Including Rare Events
David A. Adams, Leonard M. Sander, Robert M. Ziff
We obtain the harmonic measure of the hulls of critical percolation clusters and Ising-model Fortuin-Kastelyn clusters using a biased random-walk sampling technique which allows us…