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Preface; 1 Peter Cameron: Orbit counting and the Tutte polynomial; 2 Laura Chavez Lomeli and L.A. Goddyn: Eulerian and bipartite orientable matroids; 3 Graham Farr: Tutte-Whitney polynomials: some history and generalisations; 4 Alan Frieze and Eric Vigoda: A survey on the use of Markov chains to randomly sample colorings; 5 Jim Geelen, Bert Gerards, Geoff Whittle: Towards a matroid-minor structure theory; 6 Stefanie Gerke, Colin McDiarmid, Angelika Steger, Andreas Weissl: Random planar graphs with a fixed number of edges; 7 Andrew Goodall: Fourier analysis on finite Abelian groups: some graphical applications; 8 Geoffrey Grimmett: Flows and ferromagnets; 9 Mark Jerrum: Approximating the Tutte polynomial; 10 Braulio Maia Junior, Manoel Lemos, T.R.B. Melo: Non-separating circuits and cocircuits in matroids; 11 Koko Kalambay Kayibi: Expanding the Tutte polynomial of a matroid over the independent sets; 12 Laszlo Lovasz: Connection matrices; 13 Steven Noble: Complexity of graph polynomials; 14 Marc Noy: Random planar graphs and the number of planar graphs; 15 James Oxley: The contributions of Dominic Welsh to matroid theory; 16 J.L. Ramirez Alfonsin: On the unknotting problem; 17 David Romero, Abdon Sanchez-Arroyo: Advances on the Erdos-Faber-Lovasz conjecture; 18 David Stirzaker: Stochastic set-backs

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