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Titulos:
Combinatorics of finite sets / Ian Anderson.
Idiomas:
eng
ISBN:
0486422577 (pbk.)
Lugar de Edición:
Mineola, New York :
Editor:
Dover Publications,
Fecha de Edición:
2002.
Edición #:
1st ed.
Notas #:
"... is a corrected republication of the work as published by Oxford University Press, Oxford, England, and New York, in 1989 (first publication: 1987)".
Notas Formateada:
Introduction and Sperner's theorem - Normalized matchings and rank numbers - Symmetric chains - Rank numbers for multisets - Intersecting systems and the Erdos-Ko-Rado theorem - Ideals and a lemma of Kleitman - The Kruskal-Katona theorem - Antichains - The generalized Macaulay theorem for multisets - Theorems for multisets - The Littlewood-Offord problem - Miscellaneous methods - Lattices of antichains and saturated chain partitions
Palabras clave:
REDES

Leader:
nam#
Campo 008:
070813s2002####nyu######b####000#0#eng#d
Campo 020:
##^a0486422577 (pbk.)
Campo 041:
1#^aeng
Campo 100:
1#^aAnderson, Ian.
Campo 245:
10^aCombinatorics of finite sets /^cIan Anderson.
Campo 246:
Campo 250:
##^a1st ed.
Campo 260:
##^aMineola, New York :^bDover Publications,^c2002.
Campo 300:
##^axiii, 250 p., [3] h. ;^c21 cm.
Campo 500:
##^a"... is a corrected republication of the work as published by Oxford University Press, Oxford, England, and New York, in 1989 (first publication: 1987)".
Campo 505:
0#^aIntroduction and Sperner's theorem - Normalized matchings and rank numbers - Symmetric chains - Rank numbers for multisets - Intersecting systems and the Erdos-Ko-Rado theorem - Ideals and a lemma of Kleitman - The Kruskal-Katona theorem - Antichains - The generalized Macaulay theorem for multisets - Theorems for multisets - The Littlewood-Offord problem - Miscellaneous methods - Lattices of antichains and saturated chain partitions
Campo 650:
#7^aREDES^xMATEMATICAS
Campo 653:
##^aTeoremas sobre multiconjuntos
Proveniencia:
##^aUniversidad Nacional de San Luis - Sistema de Bibliotecas
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Institucion:
Universidad Nacional de San Luis
Dependencia:
Sistema de Bibliotecas - Colección MARC21

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