Volume 214, Issue 2

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April 2016

This issue is a translation of Ukrains’kiĭ Matematychnyĭ Visnyk (Ukrainian Mathematical Bulletin) Vol. 12, No. 3, 2015. International Editorial Board of Ukrains’kiĭ Matematychnyĭ Visnyk: M. Atiyah, B. Bojarski, A. Friedman, O. Martio, L. Nirenberg, A. Samoilenko (Editor-in-Chief).

7 articles in this issue

On one class of nonself-adjoint operators associated with differential equations of fractional order
Temirkhan S. Aleroev
Hedi T. Aleroeva
OriginalPaper 27 February 2016 Pages: 147 - 160
The boundary behavior of Q-homeomorphisms on the Finsler spaces
Elena S. Afanas’eva
OriginalPaper 27 February 2016 Pages: 161 - 171
An analog of the Schwartz theorem on spectral analysis on a hyperbolic plane
Valery V. Volchkov
Vitaly V. Volchkov
OriginalPaper 29 February 2016 Pages: 172 - 185
Homogenization of random functionals on solutions of stochastic equations
Yaroslav I. Granovski
Sergei Ya. Makhno
OriginalPaper 27 February 2016 Pages: 186 - 199
On the boundary-value problems for quasiconformal functions in the plane
Vladimir Gutlyanskii
Vladimir Ryazanov
Artem Yefimushkin
OriginalPaper 29 February 2016 Pages: 200 - 219
Stationary statistical experiments and the optimal estimator for a predictable component
Dmitri Koroliouk
OriginalPaper 27 February 2016 Pages: 220 - 228
Convergence of Fourier series on the systems of rational functions on the real axis
Stanislav O. Chaichenko
OriginalPaper 29 February 2016 Pages: 229 - 246

Volume 214, Issue 2

On one class of nonself-adjoint operators associated with differential equations of fractional order

The boundary behavior of Q-homeomorphisms on the Finsler spaces

An analog of the Schwartz theorem on spectral analysis on a hyperbolic plane

Homogenization of random functionals on solutions of stochastic equations

On the boundary-value problems for quasiconformal functions in the plane

Stationary statistical experiments and the optimal estimator for a predictable component

Convergence of Fourier series on the systems of rational functions on the real axis

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