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Daniel
  • Member for 11 years, 2 months
  • Last seen more than 5 years ago
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asked
A question on the proof of Cheeger-Colding's second paper
comment
A question about the first eigenvalue for two Kahler metrics
Wonderful! Thank you for your helpful idea.
comment
A question about the first eigenvalue for two Kahler metrics
It do not work. If $\inf_M v\omega^n=0$, we may not have $\inf_M v\omega'^n=0$.
comment
A question about the first eigenvalue for two Kahler metrics
Sorry, I forgot it. And I add the normalize condition of the metrics.
revised
A question about the first eigenvalue for two Kahler metrics
added 118 characters in body
asked
A question about the first eigenvalue for two Kahler metrics
awarded
 Student
revised
Properness of Ding-functional independent of the chosen Kahler metric
edited title
asked
Properness of Ding-functional independent of the chosen Kahler metric
awarded
 Editor
revised
A question about the $C^{2,\alpha}$ regularity of concave fully nonlinear uniformly elliptic equation
A mistake of the equation.
comment
A question about the $C^{2,\alpha}$ regularity of concave fully nonlinear uniformly elliptic equation
I wonder whether there is a similar theorem like Evans-Krylov for the equation of the form $F(D^2u,Du,u,x)=0$, and $F$ is also concave or convex. And especially when $F$ is the Monge-Ampere operator.
suggested
Approve
A question about the $C^{2,\alpha}$ regularity of concave fully nonlinear uniformly elliptic equation
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