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Statistical Laboratory

Publications

MULTIPLE POINTS OF MARKOV-PROCESSES IN A COMPLETE METRIC SPACE
LCG ROGERS
– LECTURE NOTES IN MATHEMATICS
(1989)
1372,
186
Ignatov’s theorem: an abbreviation of the proof of Engelen, Tommassen and Vervaat. Comment on: “Ignatov’s theorem: a new and short proof” [J. Appl. Probab.$ \bf 1988, Special Vol. 25A, 229–236; MR0974584 (90a:60094)] by R. Engelen, P. Tommassen and W. Vervaat
LCG Rogers
– Advances in Applied Probability
(1989)
21,
933
Coupling and the tail σ-field of a one-dimensional diffusion
LCG Rogers
(1988)
197,
78
Skew-product decompositions of Brownian motions
EJ Pauwels, LCG Rogers
(1988)
73,
237
Continuity of martingales in the Brownian excursion filtration
LCG ROGERS
– Probability Theory and Related Fields
(1987)
76,
291
Self-avoiding random walk: A Brownian motion model with local time drift
JR NORRIS, LCG ROGERS, D WILLIAMS
– Probability Theory and Related Fields
(1987)
74,
271
Coupling of Multidimensional Diffusions by Reflection
T LINDVALL, LCG ROGERS
– The Annals of Probability
(1986)
14,
860
Brownian Motions of Ellipsoids
JR NORRIS, LCG ROGERS, D WILLIAMS
– Transactions of the American Mathematical Society
(1986)
294,
757
Brownian motions of ellipsoids
JR Norris, LCG Rogers, D Williams
– Transactions of the American Mathematical Society
(1986)
294,
757–765
Construction and approximation of transition matrix functions
LCG Rogers, D Williams
– Advances in Applied Probability
(1986)
133
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Frontpage talks

Cambridge Statistics Clinic

Cambridge Statistics Clinic

Cambridge Statistics Clinic

Statistics

13
Mar
16:00 - 17:00: Title to be confirmed
Peter Whittle Lecture

Research Group

Statistical Laboratory