Informational complexity and effective methods of solution of convex extremal problems

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I am looking for an electronic version of the following Russian paper:

  • David Yudin and Arkadi Nemirovski. Informational complexity and effective methods of solution of convex extremal problems. Economics and mathematical methods, 12:357--369, 1976.

The journal goes by another name — Ekonomika i matematicheskie metody. Is there an English version or some paper with equivalent results? The theorem of interest is:

Let $f$ be a submodular set-function defined on the subsets of $S$. Then the subset of $S$ minimizing $f$ can be found in polynomial time.

The paper is referred to by another titled "Submodular functions and convexity" by Lovász.

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In the references of http://www.math.uwaterloo.ca/~cswamy/courses/co759/approx-material/ellipsoid-survey.pdf

you find: Iudin and Nemirovski Translated in Matekon: Translations of Russian and East European Math. Economics 13, 25-45, Spring'77