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Zbl 0487.20007
Macdonald, I.G.
Symmetric functions and Hall polynomials. (English)
[B] Oxford Mathematical Monographs. Oxford: Clarendon Press. VIII, 180 p. \sterling 13.50 (1979).

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MSC 2000:: *20C30 Representations of finite symmetric groups
20-02 Research monographs (group theory)
05-02 Research monographs (combinatorics)
05A15 Combinatorial enumeration problems
05A17 Partitions of integres (combinatorics)

Keywords: problems; symmetric functions; Schur functions; representations of symmetric groups; Young diagrams; plane partitions; Hall polynomials; Hall-Littlewood polynomials; Green polynomials; general linear groups

Citations: Zbl 0225.05012; Zbl 0225.05011

Cited in: Zbl 1085.60014 Zbl 0953.05077 Zbl 0931.05087 Zbl 0899.05068 Zbl 0844.05097 Zbl 0824.05059 Zbl 0814.05071 Zbl 0813.05067 Zbl 0786.20005 Zbl 0760.05089 Zbl 0756.15010 Zbl 0757.20002 Zbl 0739.14005 Zbl 0704.20012 Zbl 0698.22013 Zbl 0743.05072 Zbl 0681.05001 Zbl 0662.22013 Zbl 0652.20019 Zbl 0652.20018 Zbl 0615.05009 Zbl 0612.05008 Zbl 0672.20007 Zbl 0585.17005 Zbl 0592.20014 Zbl 0564.20006 Zbl 0542.14030 Zbl 0542.05012

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	Scientific prize winners of the ICM 2010
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	Lie groups, physics and geometry. An introduction for physicists, engineers and chemists.

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