. | Contents | 5-5 |
A. Tralle J. Oprea | Introduction | 7-11 |
K. Ono | On Arnold’s conjecture for symplectic fixed points | 13-24 |
P. Zvengrowski J. Bryden | The cohomology algebras of orientable Seifert manifolds and applications to Lusternik–Schnirelmann category | 25-39 |
O. Cornea | Homotopical dynamics of gradient flows | 41-46 |
Y. Rudyak | Category weight: new ideas concerning Lusternik–Schnirelmann category | 47-61 |
J. Oprea | Homotopy theory and circle actions on symplectic manifolds | 63-86 |
C. Allday | Examples of circle actions on symplectic spaces | 87-90 |
A. Hattori | 4-dimensional c-symplectic $S^{1}$-manifolds with non-empty fixed point set need not be c-Hamiltonian | 91-93 |
A. Hattori | Almost complex toric manifolds and positive line bundles | 95-114 |
G. Lupton | Variations on a conjecture of Halperin | 115-135 |
L. Cordero M. Fernández A. Gray L. Ugarte | Dolbeault homotopy theory and compact nilmanifolds | 137-154 |
M. Fernández R. Ibáñez M. de León | The geometry of a closed form | 155-167 |
A. Garvín L. Lechuga A. Murillo V. Muñoz A. Viruel | An extension of Miller's version of the de Rham theorem with any coefficients | 169-176 |
D. Lehmann | Une généralisation des nombres de Milnor pour les intersections complètes à singularités non isolées | 177-182 |
M. Čadek J. Vanžura | Various structures in 8-dimensional vector bundles over 8-manifolds | 183-197 |
J. Kubarski | Algebroid nature of the characteristic classes of flat bundles | 199-224 |
M. Arkowitz | Induced mappings of homology decompositions | 225-233 |
J. Hubbuck | The Hurewicz homomorphism and numerical forms | 235-240 |