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Symmetric functions

Table of contents

Adams operation

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Bender–Knuth involution

 0  0 

Giambelli's formula

 0  0 

Hall algebra

 0  0 

Ian G. Macdonald

 0  0 

Jucys–Murphy element

 0  0 

Kostka number

 0  0 

Kostka polynomial

 0  0 

Kronecker coefficient

 0  0 

Littlewood–Richardson rule

 0  0 

Maclaurin's inequality

 0  0 

Monk's formula

 0  0 

Newton's inequalities

 0  0 

Newton polygon

 0  0 

Pieri's formula

 0  0 

Plethysm

 0  0 

Plethystic exponential

 0  0 

Plethystic substitution

 0  0 

Polykay

 0  0 

Ringel–Hall algebra

 0  0 

Robinson–Schensted–Knuth correspondence

 0  0 

Schubert polynomial

 0  0 

Symmetric function

 0  0 

Symmetric product of an algebraic curve

 0  0 

Symmetrization

 0  0 

Young's lattice

 0  0 

Young symmetrizer

 0  0 

Young tableau

 0  0 

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