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Thanasis Stylianou's user avatar
Thanasis Stylianou's user avatar
Thanasis Stylianou's user avatar
Thanasis Stylianou
  • Member for 11 years, 2 months
  • Last seen more than 1 year ago
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Math Annotate Platform?
Sorry for the bump: I plan to start an area 51 site on something closely related, namely community reviews: meta.mathoverflow.net/q/4320/40644 Any comments or support is welcome!
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Regularity up to the boundary for the Poisson problem
It is not the complete reference but together with Theorem 7.1 of Giaquinta's book provides us with what we need. Thanks, I was well aware of Grisvard's books but I somehow "missed" the section on smoother domains :-)
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Regularity up to the boundary for the Poisson problem
Gilbarg and Trudinger provide the result as a product of the Schauder theory which assumes Hölder regularity of the boundary. It seems that this is also the case with Han and Lin
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Regularity up to the boundary for the Poisson problem
Nope, there is nothing in Adams about regularity theory...
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Elliptic pde with bilaplacian; boundary conditions.
@Math604 By the way, where does this problem come from?
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Elliptic pde with bilaplacian; boundary conditions.
@Math604 Yes, this is what I had in mind, it should work similarly to the Neumann problem for the Laplacian (I did not do all the details here so let me know if you encounter any difficulties...).
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