On the universality of crossing probabilities in two-dimensional percolation†

First Page		Document Content
Date: 2008-12-17 15:40:52 Mathematics Phase transitions Lattice points Crystallography Random graphs Lattice Brillouin zone Critical exponent Hexagonal lattice Critical phenomena Physics Abstract algebra		On the universality of crossing probabilities in two-dimensional percolation† Add to Reading List Source URL: publications.ias.edu Download Document from Source Website File Size: 203,95 KB Share Document on Facebook

	425 Documenta Math. Volumes of Symmetric Spaces via Lattice Points Henri Gillet and Daniel R. Grayson DocID: 1sxxW - View Document
	Documenta Mathematica Band 11, 2006 Igor Wigman Statistics of Lattice Points in Thin Annuli for Generic Lattices DocID: 1rUGj - View Document
	425 Documenta Math. Volumes of Symmetric Spaces via Lattice Points Henri Gillet and Daniel R. Grayson DocID: 1rpFm - View Document
	Engineering Dirac points with ultracold fermions in a tunable optical lattice Daniel Greif1,∗ , Leticia Tarruell1,2 , Thomas Uehlinger1 , Gregor Jotzu1 and Tilman Esslinger1 1. Institute for Quantum Electronics, ETH Zu DocID: 1qWSP - View Document
$Crystallography / Chemistry / Physics / Condensed matter physics / Lattice points / Diffraction / Fourier analysis / Reciprocal lattice / Bloch wave / Lattice / Brillouin zone / Superlattice$	8 Quantum Cluster Methods Erik Koch Computational Materials Science German Research School for Simulation Sciences DocID: 1qxfI - View Document