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Libertron
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Spin groups in terms of matrices and/or linear operators
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matrix-valued differential forms on complex manifolds
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matrix-valued differential forms on complex manifolds
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Rank diagrams of permutations $w \in S_{m}$ in the study of complete flag varieties
A useful reference I found is "Flags, Schubert Polynomials, Degeneracy Loci, and Determinantal Formulas" also by Fulton. The Bruhat decomposition is mentioned there as well, I think.
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Rank diagrams of permutations $w \in S_{m}$ in the study of complete flag varieties
The question has been edited for clarity.
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Rank diagrams of permutations $w \in S_{m}$ in the study of complete flag varieties
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Rank diagrams of permutations $w \in S_{m}$ in the study of complete flag varieties
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Schubert varieties and Young diagrams
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Schubert varieties and Young diagrams
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Schubert varieties and Young diagrams
Yes, but that's not the part that is giving me a hard time.
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Schubert varieties and Young diagrams
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Confusion with proof of Pieri's Formula
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Confusion with proof of Pieri's Formula
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