Geodesic

Investigations on linear operators and function theory. Part 25

Sommaire

On a uniqueness theorem for functions with a sparse spectrum
p. 7-14
Polyanalytic forms on compact Riemann surfaces
p. 15-25
The sharp constant in the estimate of the Rogozinski sums deviation in terms of the second modulus of continuity
p. 26-45
Invariants of class $C^k$ of finite Coxeter groups and their representation in terms of anisotropic spaces
p. 46-70
Characteristic functions and their factorizations
p. 71-78
Operators, not similar to a contraction: Pisier's counterexample via singular integrals
p. 79-95
Quantitative theorems on Whitney type coverings
p. 96-113
Test closure operations in a Banach space that are generated by linear functionals
p. 114-145
Carleson measures and the heat equation
p. 146-155
Nuclearity of imbedding operators of Sobolev classes into weighted spaces
p. 156-165
Bernstein widths of embedding operators of Lebesgue spaces
p. 166-169
On a method of constructing conditional bases of exponentials in some Banach spaces of analytic functions
p. 170-199
Two analogs of the theorem of Rudin–Carleson
p. 200-209
Almost periodic distributions in a tube domain
p. 210-236
Discrete spectrum in the spectral gaps of a selfadjoint operator for unbounded perturbations
p. 237-241
Uniqueness theorems for analytic vector-valued functions
p. 242-267
Continuous projections, duality and the diagonal mapping in weighted spaces of holomorphic functions with mixed norm
p. 268-275
Concerning an analog of the Stolz angle for the unit ball in $\mathbb C^n$
p. 276-297