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Statistical Laboratory

Publications

LATTICE EMBEDDINGS IN PERCOLATION
GR Grimmett, AE Holroyd
– ANN PROBAB
(2012)
40,
146
Stochastic Geometry and Statistical Mechanics
GR Grimmett
– MARKOV PROCESSES AND RELATED FIELDS
(2012)
18,
67
A power-weighted variant of the EU27 Cambridge Compromise
GR Grimmett, K-F Oelbermann, F Pukelsheim
– Mathematical Social Sciences
(2011)
63,
136
On taking up position in a group: a continuous-time Markov model for biased random movement
G Grimmett, M Treisman
– The British Journal of Mathematical and Statistical Psychology
(2011)
33,
247
European apportionment via the Cambridge Compromise
GR Grimmett
– Mathematical Social Sciences
(2011)
63,
68
SHARP THRESHOLDS FOR THE RANDOM-CLUSTER AND ISING MODELS
B Graham, G Grimmett
– The Annals of Applied Probability
(2011)
21,
240
Three theorems in discrete random geometry
G Grimmett
– Probability Surveys
(2011)
8,
403
Cluster Detection in Networks using Percolation
E Arias-Castro, GR Grimmett
– Arxiv preprint arXiv:1104.0338
(2011)
Geometry of Lipschitz percolation
GR Grimmett, AE Holroyd
– Annales de l'Institut Henri Poincare: Probabilites et Statistiques
(2011)
48,
309
Probability on Graphs
G Grimmett
(2010)
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Frontpage talks

Probability


17
Feb
14:00 - 15:00: Tba
Probability

18
Feb
Cambridge Statistics Clinic

Statistics

Research Group

Statistical Laboratory

Room

D0.24

Telephone

01223 337964