Newbetuts
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New posts in lie-groups
How is the automorphism group of a Lie group given a differential structure?
group-theory
differential-geometry
manifolds
lie-groups
lie-algebras
Maurer-Cartan 1-form
matrices
differential-geometry
lie-groups
differential-forms
Reciprocity for branching rules of $\mathrm{GL}_n(\mathbb C)$
representation-theory
lie-groups
branching-rules
Coordinate free proof that det is algebraic
linear-algebra
algebraic-geometry
category-theory
lie-groups
Does projectivizing always fix problems at infinity? (Or, am I making a mistake somewhere?)
differential-geometry
lie-groups
projective-space
Representation theory of $SO(n)$
reference-request
lie-groups
representation-theory
lie-algebras
why is $S^2$ not a Lie group?
lie-groups
What does the logarithm of the identity look like on a Lie group?
lie-groups
lie-algebras
What changes in the representation theory of real Lie algebras?
representation-theory
lie-groups
lie-algebras
Spin group Spin(4,1)
group-theory
reference-request
lie-groups
lie-algebras
If the Lie algebra is a direct sum, then the Lie group is a direct product?
lie-groups
lie-algebras
Finding the lie algebra of the symplectic lie group
lie-groups
lie-algebras
symplectic-geometry
Centralizer of one element on a compact connected Lie group
differential-geometry
representation-theory
lie-groups
Special conformal killing fields - solving for integral curves.
ordinary-differential-equations
differential-geometry
lie-groups
lie-algebras
If a complex Lie group has the structure of an algebraic group, is this structure unique?
lie-groups
complex-geometry
algebraic-groups
Homotopy groups O(N) and SO(N): $\pi_m(O(N))$ v.s. $\pi_m(SO(N))$
algebraic-topology
lie-groups
homotopy-theory
higher-homotopy-groups
Does every irreducible representation of a compact group occur in tensor products of a faithful representation (and its dual)?
representation-theory
lie-groups
Some questions about representations of $SO(6)$
group-theory
representation-theory
lie-algebras
lie-groups
mathematical-physics
Embedd SU(n) into an enlarged twisted Spin(2n) in terms of Lie groups precisely
representation-theory
manifolds
lie-groups
quotient-spaces
homogeneous-spaces
Attempted proof of an open mapping theorem for Lie groups
proof-verification
reference-request
lie-groups
open-map
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