In the science of structure, order, and relation otherwise known as mathematics, the field of representation theory encompasses Schur functors, which are particular functors from the classification of modules over a settled commutative ring to itself. They are indexed by partitions and applicable in the context of Schur-Weyl duality and Specht module amongst others.
Interior power
Symmetric power
Asymmetric power
Fusion power
Vector space
Scalar space
Vector—Scalar space
Geometric space
Young diagrams
Diagrammatic functions
Brandon indexes
Crystal structures
Associative ring
Distributive ring
Commutative ring
Fixed ring
Nth interior power functor
Nth power functor
Nth exterior power functor
Nth symmetric power functor
Nth symmetric power functor
Nth exterior power functor
Nth power functor
Nth interior power functor
Vector space
Valency
Velocity
Vassicitude
Commutative ring
Associative ring
Fixed ring
Distributive ring
( V ) = Λ n( V )
S λ ( V ) = Λ n( V )
S λ ( V ) = n( V)
S = Λ n( V )
Endomorphism group
Pyromorphism group
Interior group
Automorphism group
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