Geodesic

Sommaire du Fascicule no. 1

The application of numerical methods to solve linear systems with a time delay
p. 5-15
Algorithms for the computation of the eigenvalues of discrete semi-bounded operators defined on quantum graphs
p. 16-25
A solution to the Riquier-Neymann problem for polyharmonic equations in a ball
p. 26-33
An autocoder of the electrical activity of the human brain
p. 34-42
Conceptual and set-theoretical models of the functioning and application of system solutions for bottom sediment sampling
p. 43-54
The temperature pattern of a homogeneous square area with adjacent sides moving without acceleration under boundary conditions of the first kind
p. 55-62
Decision making as an optimal decision rule in radio systems
p. 63-68
A note on calculating Rayleigh wave velocity and the derivative of the Rayleigh determinant in elastic media
p. 69-75
A simple analytical model of thermal fields to develop digital twins in industrial arc welding
p. 76-86

Sommaire du Fascicule no. 2

A priori estimates for derivative solutions of one-dimensional inhomogeneous heat conduction equations with an integral load in the main part
p. 5-13
The analysis and processing of information for one stochastic system of the Sobolev type
p. 14-20
Spaces of differential forms with stochastic complex-valued coefficients
p. 21-25
Massive sets produced by semilinear elliptic operators on non-compact Riemann manifolds
p. 26-31
Semianalytic method for solving gas dynamics equations in Euler variables
p. 32-40
Raman scattering spectra of carbon materials used as cathodes of auto-emission radiation sources
p. 41-47
Peculiarities of nanotwin structures in Ni$_2$Mn$_{1,5}$In$_{0,5}$ and Ni$_2$Mn$_{1,75}$In$_{0,25}$ Heusler alloys
p. 48-58
Magnetodynamics of a dilute ferrocolloid in a shear flow
p. 59-65
The polarisation effects of light reflection from the interface with a uniaxial crystal
p. 66-72
Information

Sommaire du Fascicule no. 3

Methodology for assessing the adequacy of statistical simulation models
p. 5-14
Analysis of the stochastic Wentzell system of fluid filtration equations in a circle and on its boundary
p. 15-22
On some classes of inverse parabolic problems of recovering the thermophysical parameters
p. 23-33
Hartmann flow in a fluid layer with spatially inhomogeneous properties
p. 34-42
Numerical and experimental study of compression after impact (CAI-test) of a fabric composite with open hole defects
p. 43-54
Studying the costcritical deformations of shutter spherical panels of constant thickness
p. 55-61
Effects of basis set superposition error on DFT model of C$_2$N/graphene bilayer
p. 62-69
Determining the parameters of the equation of the state of molecular crystals based on diffractometric studies
p. 70-78
The modeling of surface plasmon polaritons excitation in a rectangular gold-based nanoresonator
p. 79-88
Measuring the specific heat capacity of glass based on 2B$_2$O$_3$+Bi$_2$O$_3$ in a wide temperature interval
p. 89-96

Sommaire du Fascicule no. 4

Properties and description of solution sets of linear functional equations on a simple smooth curve
p. 5-13
The asymptotic behavior of the approximate solution of a one-dimensional singularly perturbed Goldshtik problem
p. 14-20
Raw image filtering based on the generalized method of least modules
p. 21-29
Examples of exact solutions of the non-local wave equation with nonlinear sources
p. 30-37
A non-invasive method for measuring liquid and gas flow rates through a pipeline wall
p. 38-46
A computational and experimental study into the influence of structural damping on a structure’s durability under random loading
p. 47-57
The application of the wide-range equation of state to the behavior of porous iron and iron containing mixtures
p. 58-67
The comparative results of the thermodynamic and first-principle modeling of disordered solutions of the Fe–V system
p. 68-76
Transfer of pulses along a liquid metal flow
p. 77-84
Magnetic, conducting, and magnetic conducting properties of composite films (CoFeB+SiO$_2$+N$_2$) in the temperature range $2$--$400$~K and magnetic fields of $0$, $1$, and $5$~T
p. 85-92
Oleg Slavin – to the 60th birthday anniversary
p. 93-94