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Contemporary Mathematics. Fundamental Directions
Tome 70 (2024)
no. 3
Précédent

Contemporary Mathematics. Fundamental Directions

Sommaire


On the formulation of boundary-value problems for binomial functional equations
A. B. Antonevich ; D. I. Kravtsov
p. 343-355

Triviality of outer derivations in $\ell_p(G)$ for one class of groups
A. A. Arutyunov ; A. V. Naianzin
p. 356-374

Construction of multidimensional vector fields whose projections onto coordinate planes have given topological structures
S. V. Volkov
p. 375-388

On expanding attractors of arbitrary codimension
E. V. Zhuzhoma ; V. S. Medvedev
p. 389-402

On two methods of determining $\eta$-invariants of elliptic boundary-value problems
K. N. Zhuikov ; A. Yu. Savin
p. 403-416

Maslov index on symplectic manifolds infinitesimal Lagrangian manifolds
A. S. Mishchenko
p. 417-427

Construction of equations of dynamics of a given structure based on equations of program constraints
R. G. Mukharlyamov
p. 428-440

Self-similar solutions of a multi-phase Stefan problem on the half-line
E. Yu. Panov
p. 441-450

Classical solution of the initial-boundary value problem for the wave equation with mixed derivative
V. S. Rykhlov
p. 451-486

The inverse geometric problem of thermal conductivity for determining the thickness of scale in steam boiler pipes
A. N. Soloviev ; M. A. Shevchenko ; M. S. Germanchuk
p. 487-497

On one boundary-value problem related to internal flotation
D. O. Tsvetkov
p. 498-515
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