Eleven papers translated from the Russian / by V.I. Bernik ... [et al. ; translation edited by Ben Silver]. Series 2, volume 140

Contributor(s): Bernik, V. I.Silver, BenMaterial type: Computer fileComputer fileSeries: American Mathematical Society Translations: Series 2Publication details: Providence, R.I. : American Mathematical Society, c1988Description: 1 online resource (viii, 147 p. : ill.)ISBN: 9781470433512 (online)Subject(s): MathematicsOnline resources: Click here to access online
Contents:
On the question of "how many": Definition of the notion of cardinality of finite sets in some arithmetical systems /; Application of Hausdorff dimension in the theory of Diophantine approximations /; On the irrationality of some quantities containing D. P. Skvortsov; V. I. Bernik; L. A. Gutnik; N. A. Dmitriev and E. B. Dynkin; F. I. Karpelevich; Yu. P. Razmyslov; L. G. Kiseleva; L. A. Skornyakov; A. F. Leontev; Yu. I. Manin; K.-H. Elster and R. Heine
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On the question of "how many": Definition of the notion of cardinality of finite sets in some arithmetical systems /; Application of Hausdorff dimension in the theory of Diophantine approximations /; On the irrationality of some quantities containing zeta (3) /; Characteristic roots of stochastic matrices /; On the characteristic roots of matrices with nonnegative elements /; Finite basis property for the identities of representations of a simple three-dimensional Lie algebra over a field of characteristic zero /; On the number of nontrivial solutions of homogeneous equations in words with three unknowns /; On the representation of monoids by multivalued mappings /; Representation of functions in convex domains by generalized exponential series /; Remarks on algebraic supermanifolds /; On some connections between vector optimization and geometric optimization and their economic applications / D. P. Skvortsov; V. I. Bernik; L. A. Gutnik; N. A. Dmitriev and E. B. Dynkin; F. I. Karpelevich; Yu. P. Razmyslov; L. G. Kiseleva; L. A. Skornyakov; A. F. Leontev; Yu. I. Manin; K.-H. Elster and R. Heine

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