Authors:
Bai, Z. D.
Lee, Sungchul
Penrose, Mathew D.
Citation: D. Bai, Z. et al., Rooted edges of a minimal directed spanning tree on random points, Advances in applied probability , 38(1), 2006, pp. 1-30
Citation: D. Penrose, Mathew et Yukich, J.e, Limit Theory for Random Sequential Packing and Deposition, Annals of applied probability , 12(1), 2002, pp. 272-301
Citation: D. Penrose, Mathew et E. Yukich, J., Weak laws of large numbers in geometric probability, Annals of applied probability , 13(1), 2003, pp. 277-303
Citation: D. Penrose, Mathew et R. Wade, Andrew, On the total length of the random minimal directed spanning tree, Advances in applied probability , 38(1), 2006, pp. 336-372
Citation: D. Penrose, Mathew, Vertex ordering and partitioning problems for random spatial graphs, Annals of applied probability , 10(2), 2000, pp. 517-538
Citation: D. Penrose, Mathew, Continuum Percolation and Euclidean Minimal Spanning Trees in High Dimensions, Annals of applied probability , 6(2), 1996, pp. 528-544
Citation: D. Penrose, Mathew et R. Wade, Andrew, Random minimal directed spanning trees and dickman-type distributions, Advances in applied probability , 36(2), 2004, pp. 691-714
Citation: Goldstein, Larry et D. Penrose, Mathew, Normal approximation for coverage models over binomial point processes, Annals of applied probability , 20(2), 2010, pp. 696-721
Citation: D. Penrose, Mathew et Sudbury, Aidan, Exact and approximate results for deposition and annihilation processes on graphs, Annals of applied probability , 15((1B)), 2005, pp. 853-889
Citation: D. Penrose, Mathew et Yukich, J.e, Central Limit Theorems for Some Graphs in Computational Geometry, Annals of applied probability , 11(4), 2001, pp. 1005-1041
Authors:
Last, Günter
Penrose, Mathew D.
Zuyev, Sergei
Citation: Last, Günter et al., On the capacity functional of the infinite cluster of a boolean model, Annals of applied probability , 27(3), 2017, pp. 1678-1701
Citation: D. Penrose, Mathew et E. Yukich, J., Limit theory for point processes in manifolds, Annals of applied probability , 23(6), 2013, pp. 2161-2211