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Cherskii, Yu. I. On the integro-differential equation of Wiener–Hopf and its applications. Izv. vyssh. ucheb. zavedenii. Matematika, 1965, No. 2, pp. 188–200.
Cherskii, Yu. I. On the solution of mixed problems for partial differential equations. Differents. uravneniya, 1965, vol. I, No. 5, pp. 647–662.
Chernyatin, V. A. On the study of a system of Riccati differential equations in the problem of the analytical construction of optimal regulators. Avtomatika i telemekhanika, 1965, 26, No. 5, pp. 770–781. Bibliography: 12 titles.
Chorbadzhiev, D. P. Application of nomographic methods to the solution of one quasilinear partial differential equation. Nomogr. sb. (Computing Center, Academy of Sciences of the USSR), 1965, No. 3, pp. 52–68.
Chuprikov, V. A. On the existence, uniqueness, and estimates of the solution of one boundary-value problem. Differents. uravneniya, 1965, vol. I, No. 7, pp. 933–945. Bibliography: 9 titles.
(To be continued in the next issue)
Compiled by A. R. SHAKUN
CORRECTIONS FOR THE JOURNAL “DIFFERENTIAL EQUATIONS” FOR 1965
| Journal No. | Page | Line or formula | Printed | Should read |
|---|---|---|---|---|
| 8 | 1042 | formula (0.2) | \(t\displaystyle\int_{0}^{t} A(t,\lambda)\,dt\) | \(\exp\!\left(\displaystyle\int_{0}^{t} A(t,\lambda)\,dt\right)\) |
| » | 1045 | formula (2.5) | \(\sqrt{(1-a(\lambda)^2-a^2(\lambda)}\) | \(\sqrt{(1-a(\lambda))^2-a^2(\lambda)}\) |
| » | 1048 | 13 from bottom | we obtain | we obtain the required result. |
| » | 1048 | 9 from bottom | \(\lambda(n(k))\) | \(\gamma(n(k))\) |
| » | 1048 | 14 from bottom | \(\displaystyle\sum_{k=1}^{\infty}\left\|\displaystyle\int_{0}^{t}\right\| f_k(t)\,dt\,\lambda^k\left\|\right.\) | \(\displaystyle\sum_{k=1}^{\infty}\left\|\displaystyle\int_{0}^{t} f_k(t)\,dt\,\lambda^k\right\|\) |
| » | 1049 | 2 from bottom | \(\lvert\omega_1\rvert<1\) | \(\lvert\omega_1\rvert\ge 1\) |
| » | 1050 | 15 from top | \((k^r+1)\) | \((2k^r+1)\) |
| » | Formulas (4.5) and (5.3) are valid for \(\lvert m_1\rvert+\cdots+\lvert m_{n(k)}\rvert<N(k)\) | |||
| 11 | 1499 | 1 from bottom | \(x^{\,n-1}(t)\) | \(x^{(\beta n-1)}(t)\) |
AT 04224. Submitted for typesetting 29/XI-65. Signed for printing 27/I-66. Format 70×108 1/16.
Physical printed sheets 9.25. Conventional printed sheets 12.67. Publisher’s sheets 12.8. Publishing order 41.
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