Correction
Unknown
Submitted 1970-01-01 | RussiaRxiv: ru-197001.66601 | Translated from Russian

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Correction

In the article by S. A. Mashkov, “A Numerical Method for the Analysis of Plane Mechanisms,” published in DAN, vol. 188, no. 6, 1969, the following corrections must be made:

P. 1251, line 22: printed “from formulas (4)”; should read “from formulas (3).”

P. 1252, formula (14): printed \(\dfrac{\omega_2^2}{\varepsilon_2^2+\varepsilon_2^4}\); should read \(\dfrac{\omega_2^2}{\varepsilon_2^2+\omega_2^4}\).

P. 1252, formula (15): printed \(\rho_D = |V_D|^3 / V_D \times a_D\); should read
\[ \rho_D = -\,\frac{|V_D|^3}{V_D \times a_D}. \]

In my article (N. P. Korneichuk, “Upper Bounds of Best Approximations on Classes of Differentiable Periodic Functions in the Metrics \(C\) and \(L\)”), published in DAN, vol. 190, no. 2, 1970, the ending of the formulation of Theorem 3 (p. 271, lines 16 and 17 from the top) should read as follows: “... at all points of the interval \((0,\pi/n)\) at which \(\Phi'(g,x)\) exists (in the case \(g \in W^2H_M^n\), under the additional condition \(\Phi(g,x)\ge \Phi_{n3}(x)\)).”

On p. 271, line 18: printed “Theorem 2 allows...”; should be: “Theorem 3 allows...”

N. Korneichuk

Submitted for typesetting 4/V-1970. T. 10021. Signed for printing 23/VI-1970. Print run 1485 copies.
Order 730. Paper size \(70\times108^{1}/_{16}\). Conventional printed sheets 21.35 + 1 insert. Paper sheets \(7^{5}/_{8}\). Publisher’s sheets 21.1.
2nd Printing House of the “Nauka” Publishing House. Moscow, Shubinsky Lane, 10.

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Correction