Mathew D. Penrose - Concepedia

Author

Mathew D. Penrose

Also Known As

D. Penrose, M. D. PENROSE, M. D. Penrose, M.D. Penrose, MATHEW D. PENROSE, MD Penrose, Mathew D. Penrose, Mathew Penrose, Müller, Tobias, Penrose, Mathew

183

Publications

6.8K

Citations

H-Index

Concepts

All Affiliations

Durham University University of Bath Karlsruhe Institute of Technology University of California, Santa Barbara Lehigh University

About

Mathew D. Penrose is an author at Durham University specializing in probability theory, engineering, and discrete mathematics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	24	37	2.2K
2	Education	7	7	1.3K
3	Business	2	2	173
4	Natural Sciences	2	2	82
5	Public Health	1	1	11

Mathew D. Penrose

Publications

3.5K

Citations

H-Index

Page 1

	Year	Citations
The longest edge of the random minimal spanning tree Mathew D. Penrose The Annals of Applied Probability EngineeringNetwork AnalysisEducationNearest Neighbor GraphRandom Graph	1997	486
Onk-connectivity for a geometric random graph Mathew D. Penrose Random Structures and Algorithms Geometric Graph TheoryGraph TheoryRandom GraphD DimensionsMinimum R	1999	444
Central Limit Theorems for Some Graphs in Computational Geometry Mathew D. Penrose, J. E. Yukich The Annals of Applied Probability Geometric Graph TheoryCentral Limit TheoremsGraph TheoryRandom GraphSpecific Functionals	2001	187
Weak laws of large numbers in geometric probability Mathew D. Penrose, J. E. Yukich The Annals of Applied Probability EngineeringGraph TheoryRandom GraphProbabilistic Graph TheoryEntropy	2003	177
On the multivariate runs test Norbert Henze, Mathew D. Penrose The Annals of Statistics Mathematical ProgrammingGraph MinorCommon DensityEngineeringGraph Theory	1999	140
On a continuum percolation model Mathew D. Penrose Advances in Applied Probability EngineeringRandom GraphContinuum Percolation ModelPhysicsEntropy	1991	131
A Strong Law for the Longest Edge of the Minimal Spanning Tree Mathew D. Penrose The Annals of Probability EngineeringStrong LawNetwork AnalysisEducationComputational Complexity	1999	118
Limit Theory for Random Sequential Packing and Deposition Mathew D. Penrose, J. E. Yukich The Annals of Applied Probability	2002	113
Poisson process Fock space representation, chaos expansion and covariance inequalities Günter Last, Mathew D. Penrose Probability Theory and Related Fields Dirichlet FormIntegrable ProbabilityQuantum ChaosPoisson BoundaryChaos Expansion	2010	113
Large deviations for discrete and continuous percolation Mathew D. Penrose, Ágoston Pisztora Advances in Applied Probability Large DeviationsDiscrete GeometryEngineeringRandom GraphPhysics	1996	97

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