VOLUME 84, NUMBER 10 PHYSICAL REVIEW LETTERS 6 MARCH 2000

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Date: 2008-12-08 18:19:57 Discrete geometry Spheres Euclidean geometry Random close pack Sphere packing Condensed matter physics Lubachevsky–Stillinger algorithm Close-packing of equal spheres Crystal structure Crystallography Geometry Chemistry		VOLUME 84, NUMBER 10 PHYSICAL REVIEW LETTERS 6 MARCH 2000 Add to Reading List Source URL: cherrypit.princeton.edu Download Document from Source Website File Size: 69,68 KB Share Document on Facebook

	Abstract Submitted for the MAR16 Meeting of The American Physical Society Bidispersed Sphere Packing on Spherical Surfaces1 TIMOTHY ATHERTON, ANDREW MASCIOLI, CHRISTOPHER BURKE, Tufts University DocID: 1ttES - View Document
	393 Documenta Math. On Packing Spheres into Containers About Kepler’s Finite Sphere Packing Problem DocID: 1sL2Z - View Document
	The sphere packing problem in dimension 8 Maryna S. Viazovska arXiv:1603.04246v1 [math.NT] 14 Mar 2016 DocID: 1sa5K - View Document
	Illinois Geometry Lab Apollonian Circle Packing Density Author: Joseph Vandehey DocID: 1rarG - View Document
	Moment methods in extremal geometry David de Laat Delft University of Technology (Joint with Fernando Oliveira and Frank Vallentin) 51st Dutch Mathematical Congress DocID: 1r5LB - View Document