Abstract
Full Text
MATHEMATICAL PHYSICS
| Author(s) and title | Pages |
|---|---|
| P. P. Mosolov, V. P. Miasnikov. Rectilinear motions of ideally plastic medium | 541 |
PHYSICS
| Author(s) and title | Pages |
|---|---|
| E. I. Adirovich, V. M. Rubinov, Iu. M. Iuabov. APHV-effect in monochromatic light | 545 |
| T. S. Altshuler. ESR in glass containing rare-earth elements | 549 |
| I. G. Berzina, I. B. Berman. Identification of etching figures on fission-fragment tracks in ionic crystals | 553 |
| I. A. Viktorov. Interaction of ultrasonic surface and volume waves with conduction electrons in CdS crystals | 556 |
| V. V. Vladimirov. Relation between Bohm’s criterion and the generation of “ambipolar” sound in the plasma of the positive column of a gas discharge | 560 |
| V. K. Egerev. Operational method of determining certain integral characteristics of non-stationary transfer processes in active media | 564 |
TECHNICAL PHYSICS
| Author(s) and title | Pages |
|---|---|
| N. P. Levenets, G. A. Lopukhov, A. M. Samarin. Reaction zone temperature when iron melts are blown by oxygen gas mixtures and air | 566 |
| N. N. Sirota, E. A. Ovseichuk. Superconduction properties of vanadium and niobium alloys | 570 |
| J. B. Fridman, T. K. Zilova, N. I. Novosiltseva. Failure kinetics in two-axial tension | 572 |
GEOPHYSICS
| Author(s) and title | Pages |
|---|---|
| M. Hochberg, R. Gendrin, S. Lacourly, O. Malevskaia, V. Troitskaia. Polarization of Pc-1 (pearltype) hydromagnetic emissions at magnetically conjugate Sorga (USSR)—Kerguelen (France) points | 576 |
| B. P. Konstantinov, M. M. Bredov, E. P. Mazets. Experimental evidence against the earth’s dust cloud hypothesis | 580 |
| O. I. Iakovlev, A. I. Efimov. Investigation of metre-radiowave reflections by the moon’s surface | 583 |
CRYSTALLOGRAPHY
| Author(s) and title | Pages |
|---|---|
| G. V. Kleshchev, I. V. Kabanovich, L. N. Chernyi. On the nature of the optical inhomogeneity of quartz | 585 |
CORRECTION
In my work (V. R. Portnov, “The theorem on the density of the set of finite functions in weight classes”), published in DAN, vol. 160, No. 3, 1965, the following corrections must be made:
On p. 546, line 12, instead of (\gamma^{(l,k)} - rp + 1) there should be (\gamma^{(l,k)} - rp + q_k).
On p. 546, between the definition and Theorem 1, the following paragraph should be inserted:
Below we shall consider only those (L_{\vec p,\vec b}^{(\vec\alpha)}(\Omega)) for which, from (u(x) \in \overset{0}{L}{}{\vec p,\vec b}^{(\vec\alpha)}(\Omega)), it follows that (u(x)\psi(\tilde x_1) \in \overset{0}{L}{}), and such that (\psi(\tilde x_1)=1) outside some ball.}^{(\vec\alpha)}(\Omega)) for any function (\psi(\tilde x_1)) with derivatives bounded up to order (\max_l m^{(1,l)
V. R. Portnov
CORRECTION
In my article (M. A. Naimark, “An analogue of Stoun’s theorem in a space with an indefinite metric”), published in DAN, vol. 170, No. 6, 1966, the note in the proof on p. 1261 should be replaced by the following:
As has become known to the author, Theorem 2 was formulated by M. G. Krein ((^{6})) (the formulation was not published) in his report at the IV All-Union Mathematical Congress, and its first assertion was proved by Shah Tao-shing ((^{7})). M. G. Krein kindly informed the author that an assertion close to the first assertion of Theorem 1 is contained in the unpublished dissertation of G. Langer (Dresden).