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2021, Volume 33, Issue 4
Research Papers
Preserving certain classes of entire functions defined by growth restrictions along the real axis under perturbations of their zero sets
N. F. Abuzyarova
1–31
Banach limits: extreme properties, invariance, and the Fubini theorem
N. N. Avdeev, E. M. Semenov, A. S. Usachev
32–48
Projective free algebras of bounded holomorphic functions on infinitely connected domains
A. Brudnyi
49–65
Bellman function related to the Chang–Wilson–Wolff theorem: a case study
V. I. Vasyunin, A. L. Volberg, F. L. Nazarov
66–106
The set of zeros of the Riemann zeta function as the point spectrum of an operator
V. V. Kapustin
107–124
Heptagon relation in a direct sum
I. G. Korepanov
125–140
Positivity principle for measures on uniformly convex Banach spaces
E. A. Riss
141–154
String equation with weight that is a noncompact multiplier: continuous spectrum and eigenvalues
E. B. Sharov, I. A. Sheipak
155–172
Do some nontrivial closed
$z$
-invariant subspaces have the division property?
J. Esterle
173–209
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, 2025