| Symplectic maps to projective spaces and symplectic invariants | Denis AUROUX | 1–42 |
| The topology of symplectic manifolds | Robert E. GOMPF | 43–59 |
| Surface bundles: some interesting examples | Jim BRYAN, Ron DONAGI, Andras I. STIPSICZ | 61–68 |
| Torus fibrations on symplectic four-manifolds | Ivan SMITH | 69–95 |
| Sections of Lefschetz fibrations and Stein fillings | Andras I. STIPSICZ | 97–101 |
| Floer homology and its continuity for non-compact Lagrangian submanifolds | Young-Geun OH | 103–124 |
| A partial order on the group of contactomorphisms of \R2n+1 via generating functions | Mohan BHUPAL | 125–135 |
| The canonical class of a symplectic 4-manifold | Ronald FINTUSHEL, Ronald STERN | 137–145 |
| The canonical class of a symplectic four manifold | - R.Fintushel-R.Stern: | 137–146 |
| Knotting of algebraic curves in complex surfaces | Sergey FINASHIN | 147–158 |
| The Verlinde algebra is twisted equivariant K-theory | Daniel S. FREED | 159–167 |
| Topological quantum field theory and hyperkähler geometry | Justin SAWON | 169–194 |
| G-bundles on Abelian surfaces, hyperkahler manifolds, and stringy Hodge numbers | Jim BRYAN, Ron DONAGI, Naichung Conan LEUNG | 195–236 |
| G-bundles on Abelian surfaces, hyperk\"aler manifolds, and stringy Hodge numbers | Jim Bryan, Ron Donagi, Naichung Conan Leung | 195–236 |
| On the tautological ring of Mg,n | Tom GRABER, Ravi VAKIL | 237–243 |
| On the tautological ring of \bar{\mathcal{M}}g,n | Tom Graber-Ravi Vakil | 237–243 |