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jorge vargas's user avatar
jorge vargas
  • Member for 9 years, 10 months
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 Yearling
answered
When representations of reductive Lie group in a Banach space and in its Garding space have the same length?
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When representations of reductive Lie group in a Banach space and in its Garding space have the same length?
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Aut/Inn/Out Automorphism Groups of the unitary group $𝑈(𝑁)$
A answer to your question is in Freundenthal Linear Lie groups, Academic press. Also in Lecture of Lie groups by Adams. Some of the books written by Helgason, have a complete answer too.
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Borel–Weil–Bott for partial flag varieties
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What are immediate applications of the classification of connected reductive groups?
Sorry i confused you, i mean the book The Langlands classification and irreducible characters (D. Barbasch, J. Adams and D. Vogan), Birkhauser (1992), Boston-Basel-Berlin.
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What are immediate applications of the classification of connected reductive groups?
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K-type in discrete series representation
Check Lemma 70 in Discrete Series II, Acta math. 166, 1966
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What is the relation between spherical principal series representations of a reductive Liegroup and Verma modules for its Lie algebra?
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Does there always exist an irreducible representation occurring with multiplicity one when inducing from a closed subgroup to a compact Lie group?
asked
a property of the characters for center of universal enveloping algebra
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K-type in discrete series representation
Discrete Series II, Acta Math 1??
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K-type in discrete series representation
awarded
 Yearling
awarded
 Student
asked
Differential operators on $G/K$
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How to deduce Bernstein-Zelevinsky classification from the Langlands one
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Maximal abelian subalgebras of Lie algebras over $\mathbb{C}$
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Branching laws for $SO(n)$
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Branching laws for $SO(n)$
check Eastwood-Wolf, branchig of ...., Arxive 0812.0822 math[RT] in this paper you find who to compute branching laws useing LiE.
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