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New posts in lie-groups
The center of a simply connected semisimple Lie group
reference-request
representation-theory
lie-groups
lie-algebras
About definition of the global Hecke algebra and the automorphic form
number-theory
lie-groups
automorphic-forms
Centers of quotients of Lie Groups
representation-theory
lie-groups
Image of Homomorphism of Lie groups
differential-geometry
manifolds
lie-groups
Prove that the universal covering space of a Lie group is unique
lie-groups
Lie algebra: intuition of "Lie Algebra is tangent space of corresponding Lie Group"?
definition
lie-groups
lie-algebras
orthogonal-matrices
tangent-spaces
How that the Lie algebra of the normalizer of a Lie group equal the normalizer of the Lie algebra
lie-groups
lie-algebras
What is the Lie algebra of the ``indefinite orthogonal group''?
linear-algebra
matrices
lie-algebras
lie-groups
Reconstructing Lie group globally from the exponential map
differential-geometry
lie-groups
lie-algebras
Does smoothness of left and right multiplication imply smoothness of multiplication?
differential-geometry
differential-topology
lie-groups
smooth-manifolds
topological-groups
Classification of irreducible representations via Casimirs
reference-request
representation-theory
lie-groups
lie-algebras
Outer automorphism of SLn
algebraic-geometry
representation-theory
lie-groups
lie-algebras
algebraic-groups
Advanced beginners textbook on Lie theory from a geometric viewpoint
differential-geometry
representation-theory
lie-groups
lie-algebras
book-recommendation
Can somebody explain the plate trick to me?
recreational-mathematics
lie-groups
Prerequisites to "Applications of Lie Groups to Differential Equations"
ordinary-differential-equations
soft-question
lie-groups
lie-algebras
Maximal tori in Lie vs algebraic groups
lie-groups
lie-algebras
algebraic-groups
Riemannian metrics on homogeneous spaces
differential-geometry
lie-groups
lie-algebras
riemannian-geometry
homogeneous-spaces
Why is the Complete Flag Variety an algebraic variety?
linear-algebra
algebraic-geometry
lie-groups
schubert-calculus
Given a subspace $V$ of a metric Lie algebra, does $[[V, V], V] \subset V$ imply $[V, V] \subset V$?
abstract-algebra
lie-groups
lie-algebras
bilinear-form
Why do I care that smooth vector fields over a smooth manifold have a Lie algebra?
differential-geometry
differential-topology
lie-groups
lie-algebras
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