Geodesic

Investigations on linear operators and function theory. Part 32

Sommaire

Approximation by M. Riesz's kernels in $L^p$ for $p1$
p. 5-38
On a condition necessary for interpolation by functions in the Lipschitz class
p. 39-42
A Tauberian theorem for orthogonal series of rational functions
p. 43-47
On a class of $C_{\cdot0}$-contractions: hyperinvariant subspaces and intertwining operators
p. 48-62
Towards the Tauberian theorem of Keldysh
p. 63-89
The converse of the Fatou theorem for smooth measures
p. 90-95
Inverse problem for the discrete periodic Schrödinger operator
p. 96-101
Estimates of parameters of conformal mappings related to a periodic Jacobi matrix
p. 102-120
On a semigroup of Marcinkiewicz modulars with involution
p. 121-131
Action of groups on real factors of type $\mathrm{III}_\lambda$, $\lambda\ne1$
p. 132-148
Remark about the maximum of the modulus of an analytic function on the boundary
p. 149-154