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Noncommutative Character Theory Of The Symmetric Group (Hardcover, New)
Loot Price: R2,744
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Noncommutative Character Theory Of The Symmetric Group (Hardcover, New)
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A new approach to the character theory of the symmetric group has
been developed during the past fifteen years which is in many ways
more efficient, more transparent, and more elementary. In this
approach, to each permutation is assigned a class function of the
corresponding symmetric group. Problems in character theory can
thereby be transferred into a completely different setting and
reduced to combinatorial problems on permutations in a natural and
uniform way.This is the first account in book form entirely devoted
to the new "noncommutative method". As a modern and comprehensive
survey of the classical theory the book contains such fundamental
results as the Murnaghan-Nakayama and Littlewood-Richardson rules
as well as more recent applications in enumerative combinatorics
and in the theory of the free Lie algebra. But it is also an
introduction to the vibrant theory of certain combinatorial Hopf
algebras such as the Malvenuto-Reutenauer algebra of
permutations.The three detailed appendices on group characters, the
Solomon descent algebra and the Robinson-Schensted correspondence
makes the material self-contained and suitable for undergraduate
level. Students and researchers alike will find that noncommutative
character theory is a source of inspiration and an illuminating
approach to this versatile field of algebraic combinatorics.
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