Journal Report

Matematychni Studii

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Journal Information
Journal Title
Matematychni Studii
Publisher
VNTL Publishers
ISSN
1027-4634
E-ISSN
2411-0620
Database
SCOPUS
Domain
Physical Sciences, Social Sciences
Classification History
Year A+ A B C
2026 ✓
2025 ✓
2024 ✓
2023 ✓
2021/2022 ✓
2020 ✓
2019 ✓
2018
A journal may have more than one classification in the same year. All recorded classifications are displayed.
Recent Articles
On the sharpness of the Hayman-type analogue of the Wiman inequality for entire Dirichlet series
A. Yu. Bodnarchuk, M. R. Kuryliak
2026-9-24 Vol. 66 Issue 1 Pages 38-42
DOI: 10.30970/ms.66.1.38-42
Study of homoderivations on quotient near rings satisfying certain algebraic constraints
Emine Koç Sögütcü, Inzamam Ul Huque
2026-9-22 Vol. 66 Issue 1 Pages 11-23
DOI: 10.30970/ms.66.1.11-23
On the number of $g$-dimonoids of small order
V. M. Gavrylkiv
2026-9-22 Vol. 66 Issue 1 Pages 24-37
DOI: 10.30970/ms.66.1.24-37
Estimates of the modulus of continuity of the logarithmic double layer potential
S. A. Plaksa, A. A. Sarana
2026-9-22 Vol. 66 Issue 1 Pages 43-56
DOI: 10.30970/ms.66.1.43-56
Block-symmetric and weakly symmetric polynomials on Banach spaces of absolutely summable in a power $p\in [1,+\infty)$ sequences
A. I. Bandura, S. I. Nykorovych, T. V. Vasylyshyn
2026-9-22 Vol. 66 Issue 1 Pages 71-79
DOI: 10.30970/ms.66.1.71-79
On the equicontinuity of unclosed Orlicz-Sobolev classes by prime ends
Z. O. Kovba, E. O. Sevost'yanov
2026-9-22 Vol. 66 Issue 1 Pages 113-116
DOI: 10.30970/ms.66.1.113-116
Some properties of Fourier quasicrystals and measures on a strip
S. Favorov, Ö. Deǧer
2026-9-22 Vol. 66 Issue 1 Pages 97-104
DOI: 10.30970/ms.66.1.97-104
Approximation characteristics of Nikol'skii-Besov and Sobolev classes in the space $B_{q,1}$
K. V. Pozharska, A. S. Romanyuk
2026-9-22 Vol. 66 Issue 1 Pages 57-70
DOI: 10.30970/ms.66.1.57-70
Putnam-Fuglede commutativity and the range-kernel orthogonality of an elementary operator II
E. Sahtouti, M. Morjane, M. Ech-chad
2026-9-22 Vol. 66 Issue 1 Pages 87-96
DOI: 10.30970/ms.66.1.87-96
Visitation measures for non-linear iterations with random perturbations
A. A. Dorogovtsev, I. I. Nishchenko
2026-9-22 Vol. 66 Issue 1 Pages 105-112
DOI: 10.30970/ms.66.1.105-112
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Printed: November 4, 2026 09:34