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Rob Grey
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question
13
How far can a particle travel from its origin if it exhibits self-avoiding Brownian motion in two-dimensions?
Jul 28, 2011
question
10
When can a freely moving sphere escape from a 'cage' defined by a set of impassible coordinates?
Apr 19, 2010
question
9
Characterizing a tumbling convex polytope from the surface areas of its two-dimensional projections
May 14, 2010
question
9
Finding a set with the maximum number of finite alphabet strings within a fixed Levenshtein distance of one-another
Jun 15, 2010
question
8
Expected number of steps for a discrete random walk to visit every point on an N-dimensional rectangular lattice
Aug 16, 2010
question
4
Reconstructing an ordering of a multiset from its consecutive submultisets
Jan 18, 2010
question
4
Intersection volume of two tori (Quantitating the orientational freedom of catenane rings?)
Jun 6, 2010
question
3
Finding the union of N random circles arbitrarily (or conspiratorially) placed on a two-dimensional surface
May 16, 2010
question
3
Characterizing polyhedron from Brownian particle collisions with a boundary
Aug 23, 2010
question
2
Intersection probability for 'N' fixed-length rods in one- or two-dimensions
Apr 12, 2011

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