bio | website | |
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location | ||
age | ||
visits | member for | 4 years, 2 months |
seen | Nov 17 at 18:28 | |
stats | profile views | 351 |
Sep 7 |
comment |
Branch point and alexandrov embeddedness
yes, in my older post it was about locally immersed surfaces, here it is globally Alexandrov embedded. |
Sep 6 |
asked | Branch point and alexandrov embeddedness |
Jul 2 |
awarded | Curious |
Jun 12 |
asked | Singularities in Yang Mills Flow |
Mar 18 |
revised |
Probabilistic Interpretation of First Dirichlet Eigenvalue?
added 306 characters in body |
Mar 17 |
answered | Probabilistic Interpretation of First Dirichlet Eigenvalue? |
Feb 28 |
asked | quantitative version of the rigidity of the 2-sphere |
Sep 6 |
comment |
Nice applications of the spectral theorem?
have you a precise reference? |
Sep 5 |
asked | Reference on Deligne-Mumford compactness for Riemann surfaces |
Jul 17 |
comment |
interpolation with derivative of rational fraction
I understand your counterexample. But here $(p/q)' =a/b$ with deg(a)=1 and you try to interpol with 3 points while i only ask with 2. |
Jul 17 |
answered | Integral estimate on a two dimensional Riemannian manifold |
Jul 17 |
awarded | Commentator |
Jul 17 |
comment |
interpolation with derivative of rational fraction
Of course my first idea was to linearized: $(P,Q)-> (P'Q-Q'P-a_iQ^2)(z_i)$, but i didn't succeed in proving that the linearized operator is invertible. |
Jul 17 |
revised |
interpolation with derivative of rational fraction
added 319 characters in body |
Jul 12 |
comment |
worst regularity of f ensuring u is locally Lipschitz for $\Delta u = f$
$\nabla u\in W^{1,p}\subset C^{0,\eta}\subset L^\infty$ it is the classical Sobolev embedding, see Adams on Sobolev spaces. |
Jul 10 |
revised |
interpolation with derivative of rational fraction
deleted 3 characters in body |
Jul 10 |
answered | worst regularity of f ensuring u is locally Lipschitz for $\Delta u = f$ |
Jul 5 |
answered | Non symmetric coefficient matrix for elliptic PDE |
Jun 28 |
revised |
interpolation with derivative of rational fraction
added 31 characters in body |
Jun 28 |
revised |
interpolation with derivative of rational fraction
added 17 characters in body |