British Mathematical Colloquium
This was held at Belfast (Joint with IMS): 5-8 April 2004.
The enrolment was 232.
Organisers were M Mathieu
The partner for this BMC was IMS
Minutes of meetings, etc. are available at the links below
The plenary speakers were:
| Kechris, A | Fraisse limits, Ramsey theory and topological dynamics of automorphism groups |
| Patterson, S J | Squaring circles and circling squares: Gauss's Circle Problem |
| Pisier, G | Factorization of completely bounded maps on "exact" C*-algebras and operator spaces |
| Procesi, C | The role of the Cayley-Hamilton identity in representation theory |
| Zelmanov, E | On large pro-p groups |
| Ziegler, G | On the combinatorics of the 3-sphere |
The morning speakers were:
| Buckley, S | Gromov hyperbolicity for analysts |
| Carne, T K | How an analytic functio changes the length of a radius |
| Carroll, T | Harmonic measure in parabola-shaped regions in </i><b>R</b><i><sup>n</sup> |
| Dineen, S | Banach-valued spectra |
| Ellis, G | Polytopes and the cohomology of groups |
| Huggett, S | Tutte polynomials of links, graphs and matroids |
| Marsh, R | Cluster algebras and tilting theory |
| Merkulov, S | Infinity constructions of local geometries |
| Pfeiffer, G | Subgroups and cosets in infinite Coxeter groups |
| Pott, S | Admisaability of observation operators and vector BMO functions |
| Rees, S M | Dynamics and automatic structure of groups |
| Wood, A | The influence of G C Stokes on the modern asymptotic theory of differential equations |
Special session: Non-commutative functional analysis, Organisers: R Archbold and M Mathieu
| Junge, M | Embedding of the operator space OH and related results |
| Neufang, M | Quantisation in abstract harmonic analysis |
| Rordam, M | Purely infinite C*-algebras |
Special session: Combinatorics, Organisers: J Siemons and L Helbeisen
| Brightwell, G R | The number of linear extensions of a partially ordered set |
| Riordan, O | Scale-free random graphs |
| Scott, A | Independent sets, lattice gases and the Lovasz local lemma |