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Eduardo Longa's user avatar
Eduardo Longa's user avatar
Eduardo Longa
  • Member for 8 years, 10 months
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comment
Consequences of Gromov's Conjecture
I guess $n$ is the dimension of $M$, right?
accepted
Positive scalar curvature on the total space of a circle bundle
comment
Positive scalar curvature on the total space of a circle bundle
Thank you for your answer. Why is $M$ aspherical?
awarded
 Yearling
asked
Positive scalar curvature on the total space of a circle bundle
revised
Is this $1$-form harmonic?
added 4 characters in body
revised
Is this $1$-form harmonic?
added 306 characters in body
asked
Is this $1$-form harmonic?
asked
Convergence of free boundary minimal surfaces
comment
Every homotopy class contains at least a harmonic representative
The domain of dimension $3$ and the codomain being the round $2$-sphere.
comment
Every homotopy class contains at least a harmonic representative
What does this imply for the case of dimension $3$?
revised
Every homotopy class contains at least a harmonic representative
added 4 characters in body
revised
Every homotopy class contains at least a harmonic representative
added 55 characters in body
asked
Every homotopy class contains at least a harmonic representative
revised
When is this differential form harmonic?
added 48 characters in body
asked
When is this differential form harmonic?
revised
Embeddedness and homology of a limit of minimal surfaces
added 393 characters in body
comment
Embeddedness and homology of a limit of minimal surfaces
Yes, the boundaries converge smoothly.
revised
Embeddedness and homology of a limit of minimal surfaces
added 14 characters in body
comment
Embeddedness and homology of a limit of minimal surfaces
I admit this would be my 0th question. The authors just say what I transcribed.
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