New posts in lie-groups

Fundamental domain of $\operatorname{GL}(n,\mathbb R)$ acted on by $\operatorname{GL}(n, \mathbb Z)$

Derivation of a representation through a vector field

Lie group with constant metric tensor but nonzero curvature?

Geometric interpretation of the map $SO(4) \to SO(3)$

Linear homomorphisms of square matrices are conjugations

a neighbourhood of identity $U$ generates $G$ where $G$ is a connected lie group

How is $\operatorname{GL}(1,\mathbb{C})$ related to $\operatorname{GL}(2,\mathbb{R})$?

Why represent a complex number $a+ib$ as $[\begin{smallmatrix}a & -b\\ b & \hphantom{-}a\end{smallmatrix}]$? [duplicate]

Why aren't Lie Algebra generators invertible if we apply constarints from the Lie Group?

When do two matrices have the same exponential?

Diffeomorphic, group-isomorphic Lie groups that are not isomorphic as Lie groups

What is the relation between representations of Lie Groups and Lie Algebras?

Where is the error in my argument that SO(4) contains a 7-dimensional subspace?

Show that an orthogonal group is a $ \frac{n(n−1)}2 $-dim. $ C^{\infty} $-Manifold and find its tangent space

Does a Lie group's group structure (not Lie group structure) determine its topology?

Is $SO_n({\mathbb R})$ a divisible group?

Normal Subgroups of $SU(n)$

How to properly apply the Lie Series

Relationship between proper orthochronous Lorentz group $SO^+(1,3)$ and $SU(2)\times SU(2)$, or their Lie algebras

Are all Lie groups Matrix Lie groups?