Contents

pp v-vi

Preface

pp vii-viii

Acknowledgements

pp ix-x

Picture: closing at the main lecture room

pp xi-xii

1 - GEOMETRICAL METHODS

Saturated extensions, the attractors method and Hereditarily James Tree Spaces

pp 1-90

The Daugavet property for Lindenstrauss spaces

pp 91-96

Weakly null sequences in the Banach space C(K)

pp 97-132

2 - HOMOLOGICAL METHODS

Yet another proof of Sobczyk's theorem

pp 133-138

The category of exact sequences of Banach spaces

pp 139-158

Extension problems for C(K) spaces and twisted sums

pp 159-168

Palamodov's questions from Homological methods in the theory of locally convex spaces

pp 169-182

3 - TOPOLOGICAL METHODS

Ordinal representability in Banach spaces

pp 183-196

Overclasses of the class of Radon-Nikodým compact spaces

pp 197-214

Convexity, compactness and distances

pp 215-238

4 - OPERATOR THEORY METHODS

11 - Weyl's and Browder's theorems through the quasi-nilpotent part of an operator

pp 239-252

12 - Multiplications and elementary operators in the Banach space setting

pp 253-292

13 - Interpolation of Banach Spaces by the γ-method

pp 293-306

5 - FUNCTION SPACE METHODS

14 - Solvability of an integral equation in BC(ℝ+)

pp 307-316

15 - Harald Bohr meets Stefan Banach

pp 317-340

16 - Selected problems on the structure of complemented subspaces of Banach spaces

pp 341-354

List of participants

pp 355-357

Picture: some like it fun

pp 358-358