Geoffrey Grimmett
Geoffrey Richard Grimmett (born 20 December 1950) is an English mathematician known for his work on the mathematics of random systems arising in probability theory and statistical mechanics, especially percolation theory and the contact process. He is the Professor of Mathematical Statistics in the Statistical Laboratory, University of Cambridge, and was the Master of Downing College, Cambridge, from 2013 to 2018. Provided by Wikipedia
Showing 1 - 20 results of 20 for search 'Grimmett, Geoffrey', query time: 0.05s
Refine Results
-
1
Probability on Graphs : Random Processes on Graphs and Lattices. by Grimmett, Geoffrey
Published 2010Call Number: Loading…Full Text (via ProQuest)
Located: Loading…
eBook -
2
Probability and random processes / by Grimmett, Geoffrey
Published 2001Call Number: Loading…
Located: Loading…Book Loading… -
3
Probability and Phase Transition by Grimmett, Geoffrey
Published 1994Call Number: Loading…Full Text (via Springer)
Located: Loading…
Electronic eBook -
4
The random-cluster model / by Grimmett, Geoffrey
Published 2006Call Number: Loading…
Located: Loading…Book Loading… -
5
Percolation / by Grimmett, Geoffrey
Published 1989Call Number: Loading…Full Text (via Springer)
Located: Loading…
eBook -
6
Percolation / by Grimmett, Geoffrey
Published 1999Call Number: Loading…
Located: Loading…Book Loading… -
7
Percolation / by Grimmett, Geoffrey
Published 1999Call Number: Loading…Full Text (via ProQuest)
Located: Loading…
eBook -
8
Percolation / by Grimmett, Geoffrey
Published 1999Call Number: Loading…Full Text (via Springer)
Located: Loading…
eBook -
9
Percolation / by Grimmett, Geoffrey
Published 1989Call Number: Loading…
Located: Loading…Book Loading… -
10
The random-cluster model by Grimmett, Geoffrey
Published 2006Call Number: Loading…Full Text (via Springer)
Located: Loading…
Electronic eBook -
11
Probability on graphs : random processes on graphs and lattices / by Grimmett, Geoffrey
Published 2010Call Number: Loading…Full Text (via ProQuest)
Located: Loading…
eBook -
12
Probability on graphs : random processes on graphs and lattices / by Grimmett, Geoffrey
Published 2018Call Number: Loading…Full Text (via Cambridge)
Located: Loading…
Electronic eBook -
13
Probability on graphs : random processes on graphs and lattices / by Grimmett, Geoffrey
Published 2011Call Number: Loading…Full Text (via Cambridge)
Located: Loading…
Electronic eBook -
14
One thousand exercises in probability / by Grimmett, Geoffrey, Stirzaker, David
Published 2020Call Number: Loading…Full Text (via ProQuest)
Located: Loading…
eBook -
15
Probability : an introduction / by Grimmett, Geoffrey, Welsh, D. J. A.
Published 2014Call Number: Loading…Full Text (via ProQuest)
Located: Loading…
eBook -
16
Probability : an introduction / by Grimmett, Geoffrey, Welsh, D. J. A.
Published 2014Call Number: Loading…Full Text (via ProQuest)
Located: Loading…
eBook -
17
Probability and phase transition /
Published 1994Other Authors: “…Grimmett, Geoffrey…”
Call Number: Loading…
Located: Loading…Conference Proceeding Book Loading… -
18
Combinatorics, complexity, and chance : a tribute to Dominic Welsh /
Published 2007Other Authors: “…Grimmett, Geoffrey…”
Call Number: Loading…
Located: Loading…Book Loading… -
19
Lectures on probability theory and statistics Ecole d'eté de probabilités de Saint-Flour XXVI - 1996 /
Published 1997Other Authors:Call Number: Loading…Full Text (via Springer)
Located: Loading…
Electronic Conference Proceeding eBook -
20
Mathematics of Multiscale Materials / by Golden, Kenneth M.
Published 1998Other Authors: “…Grimmett, Geoffrey R.…”
Call Number: Loading…Full Text (via Springer)
Located: Loading…
eBook
Search Tools:
RSS Feed
–
Save Search
Related Subjects
Probabilities
Mathematics
Stochastic processes
Distribution (Probability theory)
Graph theory
Combinatorial analysis
Phase transformations (Statistical physics)
Ferromagnetism
Percolation (Statistical physics)
Chemistry
Engineering
Graphs and lattices
Mathematical physics
Mathematical statistics
Physics
Spatial analysis (Statistics)
Statistics
Stochastische processen