J. Kijowski
S. Janeczko
A. Künzle
R. Budzyński
W. Kondracki | Preface, Introduction, Contents | 1-10 |
| T. Aoki | Multiple-scale analysis for Painlevé transcendents with a large parameter | 11-17 |
| M. Datta | A homotopy classification of symplectic immersions | 19-29 |
W. Domitrz
S. Janeczko | Equivalence of Lagrangian germs in the presence of a surface | 31-37 |
| E. Ferrand | On a theorem of Chekanov | 39-48 |
| J. Françoise | Birkhoff normal forms and analytic geometry | 49-56 |
| A. Hanyga | Canonical functions of asymptotic diffraction theory associated with symplectic singularities | 57-71 |
| W. Klingenberg | Stability of the Bishop family of holomorphic discs | 73-76 |
| A. Künzle | Symplectic capacities in manifolds | 77-87 |
| K. Mohnke | On Seiberg–Witten equations on symplectic 4–manifolds | 89-104 |
| T. Morimoto | Monge-Ampère equations viewed from contact geometry | 105-121 |
| O. Myasnichenko | The obstacle problem and direct products of unfurled swallowtails | 123-129 |
| A. Parusiński | A note on singularities at infinity of complex polynomials | 131-141 |
| A. Swann | Singular moment maps and quaternionic geometry | 143-153 |
| S. Tajima | Direct image of the de Rham system associated with a rational double point — a five fingers exercise | 155-160 |
| M. Tsuji | Monge-Ampère equations and surfaces with negative Gaussian curvature | 161-170 |
| F. Turiel | Translation foliations of codimension one on compact affine manifolds | 171-182 |
M. Asorey
F. Falceto
J. Lopez
G. Luzon | Vacuum structure of 2+1-dimensional gauge theories | 183-199 |
| B. Broda | A gauge-field approach to 3- and 4-manifold invariants | 201-209 |
| T. Brzeziński | Quantum fibre bundles. An introduction | 211-223 |
R. Budzyński
W. Kondracki | On the existence of the functional measure for 2D Yang-Mills theory | 225-229 |
T. Friedrich
J. Eichhorn | Seiberg-Witten theory | 231-267 |
J. Eichhorn
G. Heber | The configuration space of gauge theory on open manifolds of bounded geometry | 269-286 |
| J. Fuchs | The singularity structure of the Yang–Mills configuration space | 287-301 |
| D. Giulini | The group of large diffeomorphisms in general relativity | 303-315 |
| D. Groisser | The L2 metric in gauge theory: an introduction and some applications | 317-329 |
| D. Marolf | Refined algebraic quantization: systems with a single constraint | 331-344 |
| J. Mickelsson | Schwinger terms, gerbes, and operator residues | 345-361 |
| J. Pawełczyk | String picture of gauge fields | 363-371 |
| V. Soloviev | Divergences in formal variational calculus and boundary terms in Hamiltonian formalism | 373-388 |
| T. Thiemann | An axiomatic approach to quantum gauge field theory | 389-403 |
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