In the note the author treats second order divergence form operators ${cal L}$with coefficients in $VMO$ and proves that a solutionof ${cal L} u = div , f,$ where $f$ is in Homogeneous Herz spaces $dot{K}^{alpha,p}_q,$have derivatives in $dot{K}^{alpha,p}_q.$
Homogeneous Herz spaces and regularity results
RAGUSA, Maria Alessandra
2009-01-01
Abstract
In the note the author treats second order divergence form operators ${cal L}$with coefficients in $VMO$ and proves that a solutionof ${cal L} u = div , f,$ where $f$ is in Homogeneous Herz spaces $dot{K}^{alpha,p}_q,$have derivatives in $dot{K}^{alpha,p}_q.$File in questo prodotto:
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