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Яндекс.Метрика

Volume 28, 2026, Issue 3

Riemann Solitons on Lorentzian pr-Wave Manifolds


Azami, S.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.5-16
DOI 10.46698/s0610-2042-8837-a
 

Characteristic Cauchy Problem for a Loaded Wave Equation


Attaev, A. Kh.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.17-24
DOI 10.46698/p6864-6863-9599-h
 

Nonexistence of Energy Function for Surface Diffeomorphisms with Nontrivial Basic Sets of Serpentine Geometric Type


Barinova, М. K. , Tirskaya, К. Yu.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.25-43
DOI 10.46698/x0726-7762-7626-m
 

Primitive Strongly Regular Triangle-Free Graphs with \(\mu=3\) do not Exist


Belousova, V. I. , Lee, H. , Makhnev, A. A.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3.
DOI 10.46698/b1924-8658-8779-p
 

On Reconstry the Solution to the Dirichlet Problem Using Information Known with a Random Error


Burikova, S. V.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.51-59
DOI 10.46698/z9615-4666-9912-l
 

The Turing-Hopf Bifurcation Problem in Three-Dimensional Reaction-Diffusion Systems


Vasenina, N. A. , Yumagulov, M. G.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.60-73
DOI 10.46698/f6031-1077-3134-o
 

On the Existence of a Sporadic Composition Factor, Isomorphic to \(J_2\), \(McL\) or \(HS\) in Finite Groups with the Condition on the Prime Graph


Zinovieva, M. R.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.74-90
DOI 10.46698/e0260-9676-5868-v
 

Gradient Model of Non-Stationary Thermoelasticity for a Composite Rod


Nesterov, S. A.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.91-107
DOI 10.46698/v0156-6205-6438-l
 

The Root-Mean-Square Approximations of Functions in Bergman Space and the Value of the Widths of Some Classes of Functions


Palavonov, Q. Q. , Khuromonov, Kh. M.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.108-120
DOI 10.46698/v5873-0367-2681-e
 

Blow-up of the Solution to the Cauchy Problem for the Equation of Small Oscillations of an Absolutely Flexible Homogeneous Rod


Umarov, Kh. G.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3.
DOI 10.46698/c8669-9426-6840-b
 

Inverse Problem of Delamination Reconstruction in a Functionally-Graded Strip


Yavruyan, O. V.
Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.134-149
DOI 10.46698/k5003-0293-2639-b
 

To the 70th Anniversary of Sergey Vladimirovich Astashkin



Vladikavkaz Mathematical Journal. 2026 . Vol. 28. Issue 3. P.150-152
 

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