|
MATHEMATICS
|
|
An example of a graph which has no transitive group of automorphisms
G. M. Adel'son-Vel'skii, B. Yu. Weisfeiler, A. A. Leman, I. A. Faradzhev
|
975–976 |
|
|
P. Fatou's theorem for regular quaternionic functions
V. A. Baikov
|
977–980 |
|
|
A certain generalization of Kakutani's fixed point theorem
N. I. Glebov
|
981–983 |
|
|
A system of Beltrami equations which are degenerate on a curve
A. Dzhuraev
|
984–986 |
|
|
Subspaces of dyadic bicompacta
B. Efimov
|
987–990 |
|
|
Maximum principles for second order equations of mixed elliptic-hyperbolic type
M. E. Lerner
|
991–994 |
|
|
Isometric operators in spaces of summable analytic and harmonic functions
A. I. Plotkin
|
995–997 |
|
|
On the problem of control on subspaces in interrelated systems
E. Ya. Roitenberg
|
998–1001 |
|
|
MECHANICS
|
|
|
The dynamics of a relative motion model when spaceship and spaceman connected by an umbilical cord are meeting together
V. N. Soshnikov
|
1002–1005 |
|
|
AERODYNAMICS
|
|
|
Dissociating gas flows in the absence of local thermodynamic equilibrium
V. M. Sarychev
|
1006–1009 |
|
|
MATHEMATICAL PHYSICS
|
|
|
The second homogeneous imperfect-thermal-contact boundary-value problem
A. M. Abasov
|
1010–1013 |
|
|
Expansions in normal waves as represented by line integrals
P. E. Krasnushkin
|
1014–1017 |
|
|
The problem of the gravitational stability of a dust cloud
L. G. Khazin, È. È. Shnol'
|
1018–1021 |
|
|
PHYSICS
|
|
|
Synthesis and optical properties of $\mathrm{YAlO}_3$ crystals activated by $\mathrm{Nd}^{3+}$ ions
Kh. S. Bagdasarov, A. A. Kaminskii, G. I. Rogov
|
1022–1024 |
|
|
Delayed nuclear fission
E. E. Berlovich, Yu. N. Novikov
|
1025–1027 |
|
|
Variation analysis of isotropic ESR spectra in Fourier space
S. N. Dobryakov, Ya. S. Lebedev
|
1028–1029 |
|
|
The motion of a medium with ultrarelativistic velocities in general relativity
K. P. Stanyukovich
|
1030–1033 |
|
|
GEOPHYSICS
|
|
|
Numerical solution of Poincaré problem for oceanic circulations
G. I. Marchuk
|
1041–1044 |
|
|
CRYSTALLOGRAPHY
|
|
|
The crystal structure of $\mathrm{K}_2\mathrm{Mn}_2\mathrm{Zn}_4\mathrm{Si}_4\mathrm{O}_{15}=
\mathrm{K}_2\mathrm{Mn}_2\mathrm{Zn}_4[\mathrm{SiO}_4]_2[\mathrm{Si}_2\mathrm{O}_7]$
D. Yu. Pushcharovskii, E. A. Pobedimskaya, N. V. Belov
|
1045–1048 |
Contact us: