실적년도 | 2015 |
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논문구분 | 국외 |
총저자 | Dian K. Palagachev and Lubomira G. Sofotova,Sun-Sig Byun |
학술지명 | Annales Academiæ Scientiarum Fennicæ Mathematica |
권(Vol.) | 게재승인 |
호(No.) | |
게재년월 | 년 월 |
Impact Factor | |
SCI 등재 | |
비고 |
We deal with the regularity problem for linear, second order parabolic equations and systems in divergence form with measurable data over
non-smooth domains. Assuming partial BMO smallness of the coefficients and Reifenberg flatness of the boundary of the underlying domain, we develop a Calder´on–Zygmund type theory for such parabolic operators in the settings of weighted Lebesgue spaces.