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Bounded Irreducible Representations
2021Let Open image in new window be an exponential solvable Lie group. In this chapter we characterize bounded, topologically irreducible Banach-space representations of G using triples ( Ω, τ, ∥∥), where Open image in new window is a coadjoint orbit of G, τ is a topologically irreducible representation of the algebra \(L^1({\mathbb R}^n,\omega ) \) for a ...
Ali Baklouti +2 more
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On the Irreducible Representations of the Symmetric Group
Canadian Journal of Mathematics, 1952Let T be a Young diagram of n nodes:(1)ai being the length of its ith row. With respect to a prime p, we denote by T0 the p-core of T. If T0 consists of m nodes, then(2) m=n-lp,where l is the number of successive p-hooks [3] removable from T to yield its p-core T0. We have stated in [4] the following theorem :
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Irreducible * representations of realC*-algebras
Acta Mathematica Sinica, 1995Summary: We show that a topologically irreducible \(*\) representation of a real \(C^*\)-algebra is also algebraically irreducible. Moreover, the properties of pure real states on a real \(C^*\)-algebra and their left kernels are discussed.
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Irvsp: To obtain irreducible representations of electronic states in the VASP
Computer Physics Communications, 2021Quansheng Wu +2 more
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Irreducible Representations of Supersymmetry
1979The irreducible representations of Poincare supersymmetry are derived for both massless and massive particles. Some recently discovered modifications of the representations when central charges appear in the supersymmetry algebra are also discussed.
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Irreducible and permutative representations of ultragraph Leavitt path algebras
Forum Mathematicum, 2020Daniel Gonçalves, Danilo Royer
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