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Invariant subspaces of the shift operator. Axiomatic approach A. B. Aleksandrov
|
7 |
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Analytic continuation from a continuum to its neighborhood A. L. Varfolomeev
|
27 |
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Control subspaces of minimal dimension. Elementary introduction. Discotheca V. I. Vasyunin, N. K. Nikol'skii
|
41 |
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On singularities of summable functions A. B. Gulisashvili
|
76 |
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Uncertainty principle for operators commuting with translations. II B. Jöricke, V. P. Khavin
|
97 |
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Two remarks concerning the equation $\Pi_p(X,\cdot)=I_p(X,\cdot)$ S. V. Kislyakov
|
135 |
|
Singular spectrum of a non-self-adjoint operator S. N. Naboko
|
149 |
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Estimates in the Carleson corona theorem, ideals of the algebra $H^\infty$, a problem of S.-Nagy V. A. Tolokonnikov
|
178 |
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Simple proof of a theorem on removable singularities of analytic functions satisfying a Lipschitz condition S. V. Khrushchev
|
199 |
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Short communications
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Gleason parts and Choquet boundary of a function algebra on a convex compactum E. L. Arenson
|
204 |
|
Free interpolation in Bergman spaces S. A. Vinogradov
|
208 |
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Free interpolation in $H^\infty$ a la P. Jones S. A. Vinogradov, E. A. Gorin, S. V. Khrushchev
|
212 |
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Interpolation by analytic functions from Besov spaces $B_p^0$ S. A. Vinogradov, A. M. Kotochigov
|
215 |
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Distances between certain symmetric spaces E. D. Gluskin
|
218 |
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Harmonic analysis of functions bounded on the right half-axis and increasing on the left V. P. Gurarii
|
225 |
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Extension of functions from Sobolev spaces V. G. Maz'ya
|
231 |
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For which $p$ and $r$ is the equation $\Pi_p(L^r,\cdot)=I_p(L^r,\cdot)$ true? N. G. Sidorenko
|
237 |
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Isomorphisms of spaces of bounded continuous functions T. E. Khmyleva
|
243 |
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Extension theorems with preservation of local approximation properties of functions in the nonisotropic case P. A. Shvartsman
|
247 |
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Sets of zeros of analytic functions from the space $B_{p,1}^{1/p}$ are carlesonian N. A. Shirokov
|
253 |
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Modulus of boundary values of analytic functions of class $\Lambda^n_\omega$ N. A. Shirokov
|
258 |
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Counterexample to a uniqueness theorem foranalytic operator functions D. R. Yafaev
|
261 |
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Letter to the Editor
|
272 |