The Gell-Mann formula for representations of semisimple groups

DOI10.1007/BF01773350zbMath0138.43804MaRDI QIDQ2522081

Robert Hermann

Publication date: 1966

Published in: Communications in Mathematical Physics (Search for Journal in Brave)

zbMATH Keywords

theoretical physics

Related Items (13)

On the analogy between real reductive groups and Cartan motion groups: contraction of irreducible tempered representations ⋮ Gell-Mann formula for simple complex Lie groups and geometric quantization ⋮ GENERALIZATION OF THE GELL–MANN DECONTRACTION FORMULA FOR sl(n,ℝ) AND su(n) ALGEBRAS ⋮ GENERALIZATION OF THE GELL-MANN FORMULA FOR sl(5, ℝ) AND su(5) ALGEBRAS ⋮ First order deformations of Lie algebra representations, E(3) and Poincaré examples ⋮ The induced representations of inhomogeneously completed unitary symmetry groups ⋮ Analytic continuation of group representations. VI ⋮ On the role of semisimple subalgebras in the deformation theory of Lie algebras and their homomorphisms. General theory and applications ⋮ VALIDITY OF THE GELL-MANN FORMULA FOR sl(n, ℝ) AND su(n) ALGEBRAS ⋮ Infeld–Hull factorization, Galois–Picard–Vessiot theory for differential operators ⋮ SL(n, R) IN PARTICLE PHYSICS AND GRAVITY — DECONTRACTION FORMULA AND UNITARY IRREDUCIBLE REPRESENTATIONS ⋮ Some algebraic, geometric, and system-theoretic properties of the Special Functions of mathematical physics ⋮ ``Lorentz Basis of the Poincaré Group

Cites Work

• Realization of Hermitian symmetric spaces as generalized half-planes
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