- A CHARACTERISATION OF THE TIGHT THREESPHERE H. HOFER, K. WYSOCKI, AND E. ZEHNDER
- THE DYNAMICS ON THREE-DIMENSIONAL STRICTLY CONVEX ENERGY SURFACES
- A CHARACTERIZATION OF THE TIGHT 3-SPHERE II H. HOFER 1 , K. WYSOCKI 2 , AND E. ZEHNDER 3
- arXiv:math.SG/0010059 Introduction to Symplectic Field Theory
- SYMPLECTIC GEOMETRY FROM A DYNAMICAL SYSTEMS POINT OF VIEW
- Transversality in elliptic Morse theory for the symplectic action
- Doc. Math. J. DMV 1 Dynamics, Topology and Holomorphic Curves
- Lagrangian intersections in contact geometry Y. Eliashberg 1 , H. Hofer 2 , and D. Salamon 3
- PROPERTIES OF PSEUDOHOLOMORPHIC CURVES IN SYMPLECTISATIONS IV
- HOLOMORPHIC CURVES IN CONTACT DYNAMICS HELMUT HOFER AND MARKUS KRIENER
- Compactness results in Symplectic Field F. Bourgeois
- UNKNOTTED PERIODIC ORBITS FOR REEB FLOWS ON THE THREESPHERE
- A GENERAL FREDHOLM THEORY AND APPLICATIONS
- THE WEINSTEIN CONJECTURE FOR PLANAR CONTACT STRUCTURES IN DIMENSION THREE
- CORRECTION TO ``A CHARACTERISATION OF THE TIGHT THREESPHERE''.
- PROPERTIES OF PSEUDOHOLOMORPHIC CURVES IN SYMPLECTIZATIONS III: FREDHOLM THEORY
- FINITE ENERGY CYLINDERS OF SMALL AREA H. HOFER 1, K. WYSOCKI 2, AND E. ZEHNDER 3
- HOLOMORPHIC CURVES AND DYNAMICS IN DIMENSION HELMUT HOFER
- Quantitative symplectic geometry K. Cieliebak, H. Hofer, J. Latschev and F. Schlenk
- PSEUDOHOLOMORPHIC CURVES AND DYNAMICS IN THREE H. HOFER 1 , K. WYSOCKI 2 , AND E. ZEHNDER 3
- PSEUDOHOLOMORPHIC CURVES AND DYNAMICS H. HOFER AND E. ZEHNDER
- FINITE ENERGY FOLIATIONS OF TIGHT THREE-SPHERES AND HAMILTONIAN DYNAMICS
- HOLOMORPHIC CURVES AND REAL THREE-DIMENSIONAL DYNAMICS
- CORRECTION TO ``PROPERTIES OF PSEUDOHOLOMORPHIC CURVES IN
- PROPERTIES OF PSEUDOHOLOMORPHIC CURVES IN SYMPLECTISATIONS I: ASYMPTOTICS
