Scott Kirkpatrick, Bart Selman
Science
Electrical conduction in resistor networks with all but a fraction p of the resistors removed is studied as a paradigm of classical transport in disordered materials. A self-consistent effective-medium theory provides a quantitative description of the model, except in a small critical region, where the scaling law σ(p-pc)85 is satisfied (in three dimensions), with pc the critical probability for bond percolation. It is also contrasted with a critical-path analysis recently developed for the study of hopping conduction. © 1971 The American Physical Society.
Scott Kirkpatrick, Bart Selman
Science
David Sherrington, Scott Kirkpatrick
Physical Review Letters
Philip N. Strenski, Scott Kirkpatrick
Algorithmica
Susan R. McKay, A. Nihat Berker, et al.
Physical Review Letters