jiangsaiyin

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Name jiangsaiyin
Member for 11 months
Seen May 16 at 2:14
Website
Location China
Age 24
mathboy
May
13
asked fundamental class and simplicial volume
Apr
27
asked curvature of cone over a cuboid bounded below?
Apr
22
asked examples of space of direction at a point in an infinite dim Alexandrov space compact
Apr
22
comment homotopy from a lipschitz map on the boundary to a lip map
Can you explain it in detail?The difficulty is the homotopy relative to the boundary of E
Apr
22
asked homotopy from a lipschitz map on the boundary to a lip map
Apr
18
comment Only finitely many fundamental groups in $M(n,k,v,D)$?
I mean we only consider the generator you mentioned,for any γi,γj,there exists a γk such that γiγj=γk?
Apr
18
comment Only finitely many fundamental groups in $M(n,k,v,D)$?
"all the relations are of the form γiγj=γk"means for any γi,γj,there exists a γk such that γiγj=γk?
Apr
18
asked Only finitely many fundamental groups in $M(n,k,v,D)$?
Apr
5
asked noncompact manifold with two ends splits?
Apr
4
revised Is there a harmonic function on $M = R \times {}_{{e^{2t}}}N$
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Apr
4
asked Is there a harmonic function on $M = R \times {}_{{e^{2t}}}N$
Apr
4
asked $\Delta f \le - \lambda f$ then ${\lambda _1}\left( M \right) \ge \lambda$?
Mar
17
asked Level set of convex function on Riemannian manifold diffeomorphic to n-1 dim sphere?
Mar
14
comment Integral of a harmonic function on a manifold with two non-parabolic ends
If one parabolic end,one non-parabolic end,the inequality holds?
Mar
14
asked Is the first eigenvalue of a parabolic ends of a Riemanian manifold 0?
Mar
14
asked Integral of a harmonic function on a manifold with two non-parabolic ends
Mar
14
asked Alexandrov space where a Yau’s inequality that holds on Riemannian manifold fails
Feb
26
comment Must a hyperbolic cone over Riemannian manifold be manifold?
It must be a manifold,please help me to close the question if you see it.
Feb
25
comment Must a hyperbolic cone over Riemannian manifold be manifold?
Sorry,I should write$M = R \times {}_{\cosh \left( t \right)}N$
Feb
25
revised Must a hyperbolic cone over Riemannian manifold be manifold?
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Feb
25
revised Must a hyperbolic cone over Riemannian manifold be manifold?
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Feb
25
asked Must a hyperbolic cone over Riemannian manifold be manifold?
Feb
19
revised How to compute the first eigenvalue of hyperbolic space ${H^2}$and ${H^n}$?
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Feb
19
asked How to compute the first eigenvalue of hyperbolic space ${H^2}$and ${H^n}$?
Feb
2
revised Why is the Bochner formula on an Alexandrov space worse than on a Riemannian manifold?
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Feb
2
revised Why is the Bochner formula on an Alexandrov space worse than on a Riemannian manifold?
added 256 characters in body
Jan
28
asked How to compute the first eigenvalue of \[M = R{ \times _{\cosh t}}{S^2}\left( {\frac{1}{2}} \right)\]
Jan
27
revised How to compute the first eigenvalue of \[M = R \times {}_{\cosh t}N\]
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Jan
25
asked How to compute the first eigenvalue of \[M = R \times {}_{\cosh t}N\]
Jan
22
revised Why is the Bochner formula on an Alexandrov space worse than on a Riemannian manifold?
deleted 4 characters in body; deleted 62 characters in body; edited body; edited body; edited title
Jan
22
asked Why is the Bochner formula on an Alexandrov space worse than on a Riemannian manifold?
Jan
21
revised classification of non-compact Riemannian manifold with Ric>=-(n-1),and first eigenvalue λ=(n-1)^2/4
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Jan
21
comment classification of non-compact Riemannian manifold with Ric>=-(n-1),and first eigenvalue λ=(n-1)^2/4
Thank you!I should add "M is non-compact"
Jan
21
asked classification of non-compact Riemannian manifold with Ric>=-(n-1),and first eigenvalue λ=(n-1)^2/4
Jan
17
asked level set of function f coincides with that of |▽f|,M splits?
Jan
16
comment examples of Alexandrov space with sec>=-1 and first eigenvalue =(n-1)^2/4
"sharp spectral gap and Li-Yau's estimate on Alexandrov spaces" ,the first page you can see the definition
Jan
15
asked examples of Alexandrov space with sec>=-1 and first eigenvalue =(n-1)^2/4
Dec
22
asked how many nonparabolic ends guarantee a nonconstant harmonic function on Riemannian manifold?