We study elliptic and parabolic problems governed by singular elliptic operators L=& sum;(N+1 )(i,j=1)q(ij)D(ij)+(c)/D-y (y) in the half-space R-+(N+1)={(x,y):x is an element of R-N,y>0} under Neumann boundary conditions at y=0. More general operators and oblique derivative boundary conditions will be also considered.
Singular parabolic problems in the half-space
Metafune, G.;Negro, L.;Spina, C.
2024-01-01
Abstract
We study elliptic and parabolic problems governed by singular elliptic operators L=& sum;(N+1 )(i,j=1)q(ij)D(ij)+(c)/D-y (y) in the half-space R-+(N+1)={(x,y):x is an element of R-N,y>0} under Neumann boundary conditions at y=0. More general operators and oblique derivative boundary conditions will be also considered.File in questo prodotto:
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