Geodesic

Investigations on linear operators and function theory. Part XI

Sommaire

Invariant subspaces of the shift operator. Axiomatic approach
p. 7-26
Analytic continuation from a~continuum to its neighborhood
p. 27-40
Control subspaces of minimal dimension. Elementary introduction. Discotheca
p. 41-75
On singularities of summable functions
p. 76-96
Uncertainty principle for operators commuting with translations.~II
p. 97-134
Two remarks concerning the equation $\Pi_p(X,\cdot)=I_p(X,\cdot)$
p. 135-148
Singular spectrum of a~non-self-adjoint operator
p. 149-177
Estimates in the Carleson corona theorem, ideals of the algebra $H^\infty$, a~problem of S.-Nagy
p. 178-198
Simple proof of a~theorem on removable singularities of analytic functions satisfying a~Lipschitz condition
p. 199-203
Gleason parts and Choquet boundary of a~function algebra on a~convex compactum
p. 204-207
Free interpolation in Bergman spaces
p. 208-211
Free interpolation in $H^\infty$ a~la P.~Jones
p. 212-214
Interpolation by analytic functions from Besov spaces $B_p^0$
p. 215-217
Distances between certain symmetric spaces
p. 218-224
Harmonic analysis of functions bounded on the right half-axis and increasing on the left
p. 225-230
Extension of functions from Sobolev spaces
p. 231-236
For which~$p$ and~$r$ is the equation $\Pi_p(L^r,\cdot)=I_p(L^r,\cdot)$ true?
p. 237-242
Isomorphisms of spaces of bounded continuous functions
p. 243-246
Extension theorems with preservation of local approximation properties of functions in the nonisotropic case
p. 247-252
Sets of zeros of analytic functions from the space $B_{p,1}^{1/p}$ are carlesonian
p. 253-257
Modulus of boundary values of analytic functions of class~$\Lambda^n_\omega$
p. 258-260
Counterexample to a~uniqueness theorem foranalytic operator functions
p. 261-263
Letter to the Editor