Geometric Aspects of Functional Analysis

Chapter 1 The transportation cost for the cube

Chapter 2 The uniform concentration of measure phenomenon in ℓ p n (1 ≤ p ≤ 2)

Chapter 3 An editorial comment on the preceding paper

Chapter 4 A remark on the slicing problem

Chapter 5 Remarks on the growth of L p -norms of polynomials

Chapter 6 Positive lyapounov exponents for most energies

Chapter 7 Anderson localization for the band model

Chapter 8 Convex bodies with minimal mean width

Chapter 9 Euclidean projections of a p-convex body

Chapter 10 Remarks on minkowski symmetrizations

Chapter 11 Average volume of sections of star bodies

Chapter 12 Between sobolev and poincaré

Chapter 13 Random aspects of high-dimensional convex bodies

Chapter 14 A geometric lemma and duality of entropy numbers

Chapter 15 Stabilized asymptotic structures and envelopes in banach spaces

Chapter 16 On the isotropic constant of Non-symmetric convex bodies

Chapter 17 Concentration on the ℓ p n ball

Chapter 18 Shannon’s entropy power inequality via restricted minkowski sums

Chapter 19 Notes on an inequality by pisier for functions on the discrete cube

Chapter 20 More on embedding subspaces of L p into ℓ p N , 0 < p < 1

Chapter 21 Seminar talks