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Schur Weyl by Joshua Speckman is a document available to read on EtoBox.

What is Schur Weyl about?

The document discusses Schur–Weyl duality, which describes the decomposition of the tensor power V ⊗n into irreducible representations of the general linear group GLm and the symmetric group Sn. It presents examples, proofs, and implications of this duality, including the double centralizer theorem and the construction of Schur functors. The document also highlights the relationship between GLm and Sn characters, and the broader structural patterns that emerge from this duality.

Author

Joshua Speckman

Language

EN