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seen Apr 6 at 18:24

Nov
15
comment Differential Geometry on the Sphere: Integration by Parts, Volume Form,Stokes Theorem
It would be great if you find time to explain it.
Nov
6
comment Differential Geometry on the Sphere: Integration by Parts, Volume Form,Stokes Theorem
I appreciate your help.
Nov
4
awarded  Student
Nov
4
asked $L^p$ norm of multivariate standard normal random variable
Nov
4
comment Differential Geometry on the Sphere: Integration by Parts, Volume Form,Stokes Theorem
Thanks for the good answer. How does this relate to integrating functions (not forms) against the measure associated with the riemanian metric.
Nov
4
comment Differential Geometry on the Sphere: Integration by Parts, Volume Form,Stokes Theorem
$\tilde{g}$ is another function $\tilde{g}:\mathbb{R}\rightarrow\mathbb{R}$. $g=\tilde{g}$ on $S^2$. Is (1) dependent on the particular choice of $g$?
Nov
4
asked Differential Geometry on the Sphere: Integration by Parts, Volume Form,Stokes Theorem
Sep
7
awarded  Teacher
Sep
5
answered Sum of angles in $\mathbb{R}^n$
Sep
5
comment Sum of angles in $\mathbb{R}^n$
I don't find a reference for this either!
Sep
5
comment Sum of angles in $\mathbb{R}^n$
Any reference for this?
Sep
5
awarded  Editor
Sep
5
revised Sum of angles in $\mathbb{R}^n$
added 8 characters in body
Sep
5
asked Sum of angles in $\mathbb{R}^n$