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On weighted W2,p estimates for elliptic equations with BMO coefficients in nondivergence form

2015.07.28 15:31

실적년도	2014
논문구분	국외
총저자	Sun-Sig Byun, Mikyoung Lee
학술지명	International Journal of Mathematics
권(Vol.)	26
호(No.)	1
게재년월	2015년 1월
Impact Factor	0.597
SCI 등재	SCI
비고

We establish global weighted W2,p, 2 < p < ∞, estimates for the solution to the Dirichlet
problem for an elliptic equation in nondivergence form with BMO coefficients in a C1,1
domain under the assumption that the matrix of the coefficients has a small BMO seminorm
while the associated weight belongs to a Muckenhoupt class. These conditions are
weaker than those reported in the literature.

변순식2015-On weighted W2.pdf [File Size:351.0KB/Download:78]

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