On $C^0.51_{t,x}$, $C^12_{t,x}$, and $C^00_{t,x}$ estimates for linear parabolic equations in divergence, non-divergence, and double-divergence form

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On $C^0.51_{t,x}$, $C^12_{t,x}$, and $C^00_{t,x}$ estimates for linear parabolic equations in divergence, non-divergence, and double-divergence form

수리과학부 0 1150
구분
일정 2019-05-31(금) 15:00~16:00
세미나실 27동 116호
강연자 김세익 (연세대)
담당교수 변순식
기타
In this talk, I will talk about generalized Schauder type estimates for linear parabolic equations in divergence, non-divergence, and double-divergence form. We assume that the principal coefficients and certain lower order term coefficients satisfy Dini mean oscillation condition, that is the mean oscillation of the coefficients satisfy the Dini condition; $int_0^1 omega(t)/t dt
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