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Symmetric functions
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Symmetric functions are a special class of functions in mathematics, particularly in the field of algebra and combinatorics. A function is considered symmetric if it maintains its value when its arguments are permuted.
Table of contents
1k
28
Adams operation
Symmetric functions
69
BenderâKnuth involution
Symmetric functions
59
Giambelli's formula
Symmetric functions
70
Hall algebra
Symmetric functions
73
Ian G. Macdonald
Symmetric functions
49
JucysâMurphy element
Symmetric functions
44
Kostka number
Symmetric functions
47
Kostka polynomial
Symmetric functions
45
Kronecker coefficient
Symmetric functions
39
LittlewoodâRichardson rule
Symmetric functions
32
Maclaurin's inequality
Symmetric functions
16
Monk's formula
Symmetric functions
53
Newton's inequalities
Symmetric functions
25
Newton polygon
Symmetric functions
56
Pieri's formula
Symmetric functions
48
Plethysm
Symmetric functions
68
Plethystic exponential
Symmetric functions
42
Plethystic substitution
Symmetric functions
76
Polykay
Symmetric functions
68
RingelâHall algebra
Symmetric functions
55
RobinsonâSchenstedâKnuth correspondence
Symmetric functions
66
Schubert polynomial
Symmetric functions
32
Symmetric function
Symmetric functions
18
Symmetric product of an algebraic curve
Symmetric functions
63
Symmetrization
Symmetric functions
56
Young's lattice
Symmetric functions
84
Young symmetrizer
Symmetric functions
66
Young tableau
Symmetric functions
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Algebra
Fields of mathematics
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