Robert G. Edwards

activity

19921996

most citedAsymptotic Scaling in the Two-Dimensional

O (3)

σ

-Model at Correlation Length

1 0^{5}

94 citations · 101 across the 2 of their papers we have counts for

collaborators

3 papers

hep-lat1996★ 7 cited

Reply to Comment on ``Asymptotic Scaling in the Two-Dimensional O(3) sigma-Model at Correlation Length 10^5"

Sergio Caracciolo, Robert G. Edwards, Andrea Pelissetto +1

We reply to criticism by Patrascioiu and Seiler [hep-lat/9502019] of our results [Phys. Rev. Lett. 75, 1891 (1995), hep-lat/9411009] on asymptotic scaling in the two-dimensional $O…

hep-lat1994★ 94 cited

Asymptotic Scaling in the Two-Dimensional $O (3)$ $σ$ -Model at Correlation Length $1 0^{5}$

Sergio Caracciolo, Robert G. Edwards, Andrea Pelissetto +1

We carry out a high-precision Monte Carlo simulation of the two-dimensional $O (3)$ -invariant $σ$ -model at correlation lengths $ξ$ up to $\sim 1 0^{5}$ . Our work employs a new and powe…

hep-lat1992

Dynamic Critical Behaviour of Wolff's Algorithm for $R P^{N}$ $σ$ -Models

S. Caracciolo, R. G. Edwards, A. Pelissetto +1

We study the performance of a Wolff-type embedding algorithm for $R P^{N}$ $σ$ -models. We find that the algorithm in which we update the embedded Ising model à la Swendsen-Wang has cr…

Reply to Comment on ``Asymptotic Scaling in the Two-Dimensional O(3) sigma-Model at Correlation Length 10^5"

Asymptotic Scaling in the Two-Dimensional O(3) σ-Model at Correlation Length 105

Dynamic Critical Behaviour of Wolff's Algorithm for RPN σ-Models

Asymptotic Scaling in the Two-Dimensional $O (3)$ $σ$ -Model at Correlation Length $1 0^{5}$

Dynamic Critical Behaviour of Wolff's Algorithm for $R P^{N}$ $σ$ -Models