imported>Luis at 02:35, 6 February 2012

2012-02-06T02:35:28Z

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	There is a well written [http://en.wikipedia.org/wiki/Schauder_estimates Wikipedia entry].		There is a well written [http://en.wikipedia.org/wiki/Schauder_estimates Wikipedia entry].


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imported>Luis: Created page with "The Schauder estimates refer to an interior regularity result assuming that the coefficients of a uniformly elliptic equation are Holder continuous. More precisely, for the equat..."

2012-01-29T17:10:40Z

Created page with "The Schauder estimates refer to an interior regularity result assuming that the coefficients of a uniformly elliptic equation are Holder continuous. More precisely, for the equat..."

New page

The Schauder estimates refer to an interior regularity result assuming that the coefficients of a uniformly elliptic equation are Holder continuous. More precisely, for the equation
<math>a_{ij}(x) u_{ij} = f \qquad \text{in a domain } D </math>
with $a_{ij}$ in $C^\alpha$ and $f \in C^\alpha$, then $u$ is in $C^{2,\alpha}$ in the interior of $D$.

There is a well written [http://en.wikipedia.org/wiki/Schauder_estimates Wikipedia entry].

Schauder estimate - Revision history

imported>Luis at 02:35, 6 February 2012

imported>Luis: Created page with "The Schauder estimates refer to an interior regularity result assuming that the coefficients of a uniformly elliptic equation are Holder continuous. More precisely, for the equat..."