Expected signature of Brownian motion up to the first exit time from a bounded domain
Lyons, T
Ni, H
(31 Jan 2011)
The partial sum process of orthogonal expansion as geometric rough process with Fourier series as an example---an improvement of Menshov-Rademacher theorem
Yang, D
Lyons, T
(06 Sep 2011)
Evolving Communities with Individual Preferences
Cass, T
Lyons, T
(18 Mar 2013)
Inverting the signature of a path
Lyons, T
Xu, W
(30 Jun 2014)
Integration of time-varying cocyclic one-forms against rough paths
Lyons, T
Yang, D
(12 Aug 2014)
Pathwise approximation of SDEs by coupling piecewise abelian rough paths
Flint, G
Lyons, T
(06 May 2015)
Uniqueness for the signature of a path of bounded variation and the reduced path group
Hambly, B
Lyons, T
(26 Jul 2005)
Do astigmatid teeth matter: a tribological review of cheliceral chelae in co-occuring mites from UK beehives
Bowman, C
Experimental and Applied Acarology
volume 92
issue 4
567-686
(19 Apr 2024)
Here's the answer to yesterday's Christmas puzzle. If you missed it, you can find it here although James Munro recaps it in the answer video below.
Here's a Christmas puzzle for mathematicians and non-mathematicians alike. Especially non-mathematicians.
Three kings each arrive with a gift; one has brought gold, one has brought frankincense, and one has brought myrrh (and no-one has brought more than one gift).
The first king, Balthasar, says “I have brought gold.”
The second king, Caspar, says “I have not brought gold.”