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Linear inequalities and related systems

Autor Albert William Tucker; Harold William Kuhn; et al
Vydavatel: Princeton [N.J.] : Princeton University Press, 1956.
Edice: Annals of mathematics studies, 38; Annals of mathematics studies, 38.
Vydání/formát:   Tištěná kniha : EnglishZobrazit všechny vydání a formáty
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Detaily

Typ dokumentu Kniha
Všichni autoři/tvůrci: Albert William Tucker; Harold William Kuhn; et al
ISBN: 0691079994 9780691079998
OCLC číslo: 490187016
Popis: 1 vol. (XXI-322 p.) : ill. ; 26 cm.
Obsahy: *Frontmatter, pg. i*Preface, pg. v*Contents, pg. xxiii*1 . Dual Systems of Homogeneous Linear Relations, pg. 1*2. Polyhedral Convex Cones, pg. 19*3 . Resolution and Separation Theorems for Polyhedral Convex Sets, pg. 41*4. Theory of Linear Programming, pg. 53*5. On Systems of Linear Inequalities, pg. 99*6. Infinite Programs, pg. 157*7* A Primal-Dual Algorithm for Linear Programs, pg. 171*8. Marginal Values of Matrix Games and Linear Programs, pg. 183*9 . Determinateness of Polyhedral Games, pg. 195*10. On Systems of Distinct Representatives, pg. 199*11. Dilworth's Theorem on Partially Ordered Sets, pg. 207*12. On the Max-Flow Min-Cut Theorem of Networks, pg. 215*13. Integral Boundary Points of Convex Polyhedra, pg. 223*14 . An Extension of a Theorem of Dantzig's, pg. 247*15. Neighboring Vertices on a Convex Polyhedron, pg. 255*16. On a Theorem of Wald, pg. 265*17. On the Solution of a Game-Theoretic Problem, pg. 275*18. The Closed Linear Model of Production, pg. 285*Bibliography, pg. 305*Backmatter, pg. 326
Název edice: Annals of mathematics studies, 38; Annals of mathematics studies, 38.
Odpovědnost: G.B. Dantzig, R.J. Duffin, K. Fan ... [et al.] ; ed. by H.W. Kuhn and A.W. Tucker.

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