Corrections
A. N. Belozerskii
Submitted 1958-01-01 | RussiaRxiv: ru-195801.22260 | Translated from Russian

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Corrections

In our article published in DAN, vol. 115, No. 5, 1957 (A. N. Belozerskii and I. B. Naumova, “On the polysaccharide fractions of Actinomyces globisporus streptomycini Kras.”), on p. 958, line 27, printed: “…with a mixture of chloroform and alcohol (3 : 1)…,” should read: “…with a mixture of chloroform and alcohol (1 : 3)…”

A. N. Belozerskii
I. B. Naumova

In my article published in DAN, vol. 115, No. 3, 1957 (L. V. Kantorovich, “On methods of analysis of certain extremal plan-production problems”), the following corrections must be made:

Printed Should read
P. 442, line 6 (and below) \(\|H\|\) \(H\)
» 442, » 6 \(E, \|H\|, Z \geq 0,\) \(E, H, Z \geq 0\ (E \neq 0),\)
» 442, » 10 from bottom cone \(K\). cone \(K(X_0 \in H)\).

L. V. Kantorovich

In our article published in DAN, vol. 115, No. 6, 1957 (L. V. Kantorovich and G. Sh. Rubinshtein, “On one functional space and certain extremal problems”), the following corrections must be made:

Printed Should read
P. 1058, line 10 from bottom \(\operatorname{Lip}^{1}(R)\) \(\widehat{\operatorname{Lip}}^{1}(R)\)
» 1059, » 7 \(\varphi_{yy}\) \(\varphi_{yy_0}\)
» 1061, » 2 in \(\Phi(B)\). Then in \(\Phi(B)\); moreover it contains every function \(\varphi\), for which \(\|\varphi\|_{V} \leq 1\) and \(\varphi(R) \leq -cd\), where \(c\) is some positive number, and \(d\) is the diameter of the support of \(\varphi\). Then
» 1061, » 10 completeness. completeness (the support \(\overline{\varphi}_1 + \overline{\varphi}_2\) coincides with \(R\)).
» 1061, » 15 \((u(x) \geq 0)\) \(\left(u(x) \geq 0,\ \int_R u(x)\overline{\varphi}_2(de) > 0\right)\)
» 1061, » 26 \(\overline{h}_2\) \(\overline{\varphi}_2\)

L. V. Kantorovich
G. Sh. Rubinshtein

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Corrections