Geodesic

Investigations on linear operators and function theory. Part XVI

Sommaire

Continuity of operators in the spaces of vectorvalued functions with applications to the bases theory
p. 5-22
She multiplicity of some contractions
p. 23-29
On singular parts of contractive analytic operator-functions
p. 30-44
On peak sets for H\"older classes (a~counterexample to E.~M.~Dyn'kin's conjecture)
p. 45-54
On the boundary values of analytic operator-valued functions with positive imaginary parts
p. 55-69
Rational approximation in~$L^p$ and Faber transforms
p. 70-75
A characterization of 2-trivial Banach spaces with unconditional basis
p. 76-87
Cyclic sets for analytic Toeplitz operators
p. 88-102
She quantitative version of the Kado theorem
p. 103-112
Similar models of Toeplitz operators
p. 113-123
Toeplitz operators with $C+H^\infty$ symbols on~$l^p$
p. 124-128
Peak sets for analytic H\"older classes
p. 129-136
Traces of functions belonging to Sobolev and Besov spaces and extensions from subsets of Euclidean space
p. 137-145
A~simplified proof of a~theorem of J.~Bourgain on extension of operators
p. 146-150
A convolution metric in the space of measures and $\varepsilon$-isometries on~$L_p$
p. 151-156
The spectral multiplicity of the solutions of polynomial operator equations
p. 157-164
Some analogues of von-Heumann's inequality for $J$-contractions
p. 165-172
On Cauchy type integrals in domains with smooth boundary
p. 173-174
The resolvent of a~Toeplitz operator may have arbitrary growth
p. 175-177