theorem A.354 Harish-Chandra, quoted: the labels separate

open in the book · appendices/A-long-proofs.tex:17191 · p. 2962

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theorem A.354: Harish-Chandra, quoted: the labels separateA.354corollary 14.18: A Casimir acts as a number on an irreducible representation14.18definition 14.8: Casimir element14.8equation 14.6: eq:lie-expgen14.6remark 14.6: What U(g) is for14.6theorem 5.158: Schur's first lemma5.158proposition 14.55: The fundamental, the antifundamental and the adjoint14.55proof : ch:12-lie-groups-fibre-bundles@proof-6proofdefinition 14.5: Universal enveloping algebra14.5lemma A.347: Central is the same as invariantA.347lemma 14.87: A rescaled Casimir stays central14.87proposition 14.60: The quadratic invariant14.60theorem A.346: RacahA.346theorem 14.16: Invariant tensors give Casimir operators14.16theorem 14.21: Racah14.21

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depends_on A Casimir acts as a number on an irreducible representation declared appendices/A-long-proofs.tex:17204
depends_on Casimir element declared appendices/A-long-proofs.tex:17204