# user63788

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bio website location age member for 1 year, 9 months seen Nov 23 at 13:11 profile views 10

mainly,studying Lie group,Differential geometry,Lie algebras,Riemannian geometry,Finsler geometry and so on.

 2 Lie group, Lie algebra and surjectivity 1 Prove the following statement… 1 Compact sequence of continuous functions are bounded 0 a linear transformation $A:{R^n} \to {R^m}$ with $m \times n$ matrix $[{a_{ij}}]$ 0 $v ∈ V$ is an Eigen vector of $T$ corr. to the Eigen value $c$𝝀$\iff$ $[v]_B$ is an Eigen vector of $[T]_B$

# 96 Reputation

 +20 Lie group, Lie algebra and surjectivity +10 How to prove the space of orbits is a Hausdorff space +10 Prove the following statement… +15 $v ∈ V$ is an Eigen vector of $T$ corr. to the Eigen value $c$𝝀$\iff$ $[v]_B$ is an Eigen vector of $[T]_B$

# 5 Questions

 2 How to prove the space of orbits is a Hausdorff space 0 how to prove $P=M$? 0 how to compute Möbius transformation's determinant 0 $Spin(N)$ $N>2$ is simple-connected 0 Prove that $\frac{q(r+1)}{(\beta,\beta)}=\frac{q'(r'+1)}{(\alpha,\alpha)}$

# 15 Tags

 2 lie-groups × 3 0 differential-geometry × 3 2 exponentiation 0 matrices × 3 1 real-analysis × 2 0 general-topology × 2 1 limits 0 lie-algebras × 2 0 linear-algebra × 4 0 analysis × 2

# 1 Account

 Mathematics 96 rep 15

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