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Statistical Laboratory

Publications

A COMPLETE DIFFERENTIAL FORMALISM FOR STOCHASTIC CALCULUS IN MANIFOLDS
JR NORRIS
– LECT NOTES MATH
(1992)
1526,
189
A complete differential formalism for stochastic calculus in manifolds
JR Norris
(1992)
1526,
189–209
Estimates on the fundamental solution to heat flows with uniformly elliptic coefficients
JR Norris, DW Stroock
– Proceedings of the London Mathematical Society. Third Series
(1991)
62,
373–402
Intensity fluctuations of randomly scattered waves considered as local time
JR Norris
– Physics Letters A
(1988)
128,
404
Intensity fluctuations of randomly scattered waves considered as local time
JR Norris
– Physics Letters A
(1988)
128,
404–405
Integration by parts for jump processes
JR Norris
(1988)
1321,
271–315
Construction of diffusions with a given density
JR Norris
(1988)
197,
69–77
What is stochastic calculus?
JR Norris
(1988)
197,
1
Probabilities and potential. C
C Dellacherie, P-A Meyer
(1988)
151,
Stochastic calculus in application
(1988)
197,
vi+95
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Frontpage talks

22
Oct
16:30 - 17:30: Title to be confirmed
Peter Whittle Lecture

22
Oct
16:30 - 17:30: Title to be confirmed
Peter Whittle Lecture

23
Oct
14:00 - 15:30: Title to be confirmed
Statistics

Research Group

Statistical Laboratory

Room

D2.04

Telephone

01223 337949