Processing math: 100%

Vol. 66 No. 4 (2014)

Published: 25.04.2014

Research articles

On the Existence of Mild Solutions of the Initial-Boundary-Value Problems for the Petrovskii-Type Semilinear Parabolic Systems with Variable Exponents of Nonlinearity

O. M. Buhrii

435–444
- PDF (Ukrainian)
- Springer
Stable Quasiorderings on Some Permutable Inverse Monoids

V. D. Derech

445–457
- PDF (Ukrainian)
- Springer
Atoms in the p-localization of Stable Homotopy Category

Yu. A. Drozd, P. O. Kolesnyk

458–472
- PDF
- Springer
Logarithmic Derivative and the Angular Density of Zeros for a Zero-Order Entire Function

N. V. Zabolotskii, M. R. Mostova

473–481
- PDF (Ukrainian)
- Springer
On Some Zero-Filiform Algebras

K. K. Masutova, B. A. Omirov

482–492
- PDF (Russian)
- Springer
Approximating Characteristics of the Analogs of Besov Classes with Logarithmic Smoothness

S. A. Stasyuk

493–499
- PDF (Russian)
- Springer
Remainders of Semitopological Groups or Paratopological Groups

Fucai Lin, Chuan Liu, Li-Hong Xie

500–509
- PDF
- Springer
On Countable Almost Invariant Partitions of G-Spaces

A. B. Kharazishvili

510–517
- PDF
- Springer
Hyperbolic Variational Inequality of the Third Order with Variable Exponent of Nonlinearity

O. T. Kholyavka

518–530
- PDF (Ukrainian)
- Springer
Common Fixed-Point Theorems for Nonlinear Weakly Contractive Mappings

M. Abbas, S. Chandok, M. S. Khan

531–537
- PDF
- Springer
Weighted Estimates for Multilinear Commutators of Marcinkiewicz Integrals with Bounded Kernel

Qingguo Liu, Jianglong Wu

538–550
- PDF
- Springer

Short communications

Relationship Between the Green and Lyapunov Functions in Linear Extensions of Dynamical Systems

I. M. Hrod, V. L. Kulik

551–557
- PDF (Ukrainian)
- Springer
Asymptotic Stability of Implicit Differential Systems in the Vicinity of Program Manifold

S. S. Zhumatov

558–565
- PDF (Russian)
- Springer
On the Solvability of a System of Linear Equations Over the Domain Of Principal Ideals

V. M. Prokip

566–570
- PDF (Ukrainian)
- Springer
Special Space Curves Characterized by $\det(α^{(3)}, α^{(4)}, α^{(5)}) = 0$

S. Saracoglu, Y. Yayli

571-576
- PDF
- Springer