Author(s): Richard M. Aron, Eva A. Gallardo Gutiérrez, Miguel Martin, Dmitry Ryabogin, Ilya M. Spitkovsky, and Artem Zvavitch
Series: Advances in Analysis and Geometry
Language: English
Pages: 352
Editors’ Introduction
Per Enflo’s personal thoughts about Victor Lomonosov
Contents
1. Bishop–Phelps–Bollobás property for positive operators between classical Banach spaces
2. Isometric embeddings of finite metric trees into (ℝn, d1) and (ℝn, d∞)
3. Iterates of the spherical Aluthge transform of 2-variable weighted shifts
4. The freewheeling twisting of Hilbert spaces
5. A survey of ball-covering property of Banach spaces
6. A note on the quantitative local version of the log-Brunn–Minkowski inequality
7. Spectra of “fattened” open book structures
8. On some local Bishop–Phelps–Bollobás properties
9. Bounded point derivations of fractional orders
10. Invariant subspaces: some minimal proofs
11. On the Hypercyclicity Criterion for operators of Read’s type
12. Three-space problem for strictly convex renormings
13. Norm attaining operators of finite rank
14. Isometric copies of ℓn∞ and ℓn1 in transportation cost spaces on finite metric spaces
15. From Lomonosov lemma to radical approach in joint spectral radius theory
16. Pontryagin–Krein theorem: Lomonosov’s proof and related results
17. Poincaré type and spectral gap inequalities with fractional Laplacians on Hamming cube
18. Spectra of generalized Poisson integral operators on Lp(ℝ+)
19. Order extreme points and solid convex hulls
20. Universal block tridiagonalization in ℬ(ℋ) and beyond
21. Rademacher-type independence in Boolean algebras
Index
