| Stauffer, D. (1994). Universality at the three-dimensional percolation threshold. J. Phys. A, 27:L474--L480. |
....collection of models [54,55] For the rest of this section we restrict the attention to two dimensional systems. The 2D scaling limit was studied numerically by Langlands et.al. LPPS) 5] In addition to testing the universality of the spanning probabilities (in a sense which broke new grounds [6,7,8,9]) LPPS asked how should the aspect ratio of a parallelogram be adjusted with the angle (see Figure 6) if one wants to keep the spanning probability constant. This author s suggestion that the criterion should be conformal equivalence fitted INCIPIENT SPANNING CLUSTERS 17 a L( a 1 x 1 x ....
D. Stauffer, J. Adler, and A. Aharony, "Universality at the three-dimensional percolation threshold," J. Phys. A, 27, L 475 (1994).
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Stauffer, D. (1994). Universality at the three-dimensional percolation threshold. J. Phys. A, 27:L474--L480.
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