Ordered sets : proceedings of the NATO Advanced Study Institute held at Banff, Canada, August 28 to September 12, 1981 / edited by Ivan Rival.

Por: NATO Advanced Study Institute (1981 : Banff, Alta.)Colaborador(es): Rival, Ivan, 1947- [edt]Series NATO advanced study institutes series. v. 83Series CMathematical and physical sciencesEditor: Dordrecht, Holland : D. Reidel, c1982Descripción: xviii, 966 p. : il. ; 25 cmISBN: 9027713960Tema(s): Ordered sets -- CongressesOtra clasificación: 06-06
Contenidos:
Bjarni Jónsson, "Arithmetic of ordered sets", pp. 3–41.B. A. Davey and D. Duffus, "Exponentiation and duality", pp. 43–95.Ivan Rival, "The retract construction", pp. 97–122.R. Bonnet and M. Pouzet, "Linear extensions of ordered sets", pp. 125–170.David Kelly and William T. Trotter, "Jr., Dimension theory for ordered sets", pp. 171–211.R. L. Graham, "Linear extensions of partial orders and the FKG inequality", pp. 213–236.James E. Baumgartner, "Order types of real numbers and other uncountable orderings", pp. 239–277.E. C. Milner and M. Pouzet, "On the cofinality of partially ordered sets", pp. 279–298.George F. McNulty, "Infinite ordered sets, a recursive perspective", pp. 299–330.R. P. Dilworth, "The role of order in lattice theory", pp. 333–353.Ralph Freese, "Some order-theoretic questions about free modular lattices", pp. 355–377.Michael W. Mislove, "An introduction to the theory of continuous lattices", pp. 379–406.Garrett Birkhoff, "Ordered sets in geometry", pp. 407–443.Rudolf Wille, "Restructuring lattice theory: an approach based on hierarchies of concepts", pp. 445–470.Douglas B. West, "Extremal problems in partially ordered sets", pp. 473–521.Robert W. Quackenbush, "Enumeration in classes of ordered structures", pp. 523–554.Curtis Greene, "The Möbius function of a partially ordered set", pp. 555–581.A. Björner, A. M. Garsia and R. P. Stanley, "An introduction to Cohen-Macaulay partially ordered sets", pp. 583–615.A. J. Hoffman, "Ordered sets and linear programming", pp. 619–654.E. L. Lawler and J. K. Lenstra, "Machine scheduling with precedence constraints", pp. 655–675.Dana S. Scott, "Some ordered sets in computer science", pp. 677–718.J.-P. Barthélemy, Cl. Flament and B. Monjardet, "Ordered sets and social sciences", pp. 721–758.K. P. Bogart, "Some social science applications of ordered sets", pp. 759–787."Problem sessions", pp. 789–861.
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Libros ordenados por tema 06 N279-1981 (Browse shelf) Available A-5902

Bibliografía: p. 865-966.

Bjarni Jónsson, "Arithmetic of ordered sets", pp. 3–41. -- B. A. Davey and D. Duffus, "Exponentiation and duality", pp. 43–95. -- Ivan Rival, "The retract construction", pp. 97–122. -- R. Bonnet and M. Pouzet, "Linear extensions of ordered sets", pp. 125–170. -- David Kelly and William T. Trotter, "Jr., Dimension theory for ordered sets", pp. 171–211. -- R. L. Graham, "Linear extensions of partial orders and the FKG inequality", pp. 213–236. -- James E. Baumgartner, "Order types of real numbers and other uncountable orderings", pp. 239–277. -- E. C. Milner and M. Pouzet, "On the cofinality of partially ordered sets", pp. 279–298. -- George F. McNulty, "Infinite ordered sets, a recursive perspective", pp. 299–330. -- R. P. Dilworth, "The role of order in lattice theory", pp. 333–353. -- Ralph Freese, "Some order-theoretic questions about free modular lattices", pp. 355–377. -- Michael W. Mislove, "An introduction to the theory of continuous lattices", pp. 379–406. -- Garrett Birkhoff, "Ordered sets in geometry", pp. 407–443. -- Rudolf Wille, "Restructuring lattice theory: an approach based on hierarchies of concepts", pp. 445–470. -- Douglas B. West, "Extremal problems in partially ordered sets", pp. 473–521. -- Robert W. Quackenbush, "Enumeration in classes of ordered structures", pp. 523–554. -- Curtis Greene, "The Möbius function of a partially ordered set", pp. 555–581. -- A. Björner, A. M. Garsia and R. P. Stanley, "An introduction to Cohen-Macaulay partially ordered sets", pp. 583–615. -- A. J. Hoffman, "Ordered sets and linear programming", pp. 619–654. -- E. L. Lawler and J. K. Lenstra, "Machine scheduling with precedence constraints", pp. 655–675. -- Dana S. Scott, "Some ordered sets in computer science", pp. 677–718. -- J.-P. Barthélemy, Cl. Flament and B. Monjardet, "Ordered sets and social sciences", pp. 721–758. -- K. P. Bogart, "Some social science applications of ordered sets", pp. 759–787. -- "Problem sessions", pp. 789–861.

MR, 83e:06003

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