Author： Cho Sungwon Dong Hongjie Kim Doyoon
Publisher： Taylor & Francis Ltd
E-ISSN： 1532-4133|40|7|1282-1313
ISSN： 0360-5302
Source： Communications in Partial Differential Equations, Vol.40, Iss.7, 2015-07, pp. : 1282-1313
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Abstract
We prove the existence of unique solutions to Dirichlet boundary value problems for linear second-order uniformly parabolic operators in either divergence or non-divergence form with boundary blowup low-order coefficients. The domain is possibly time varying, non-smooth, and satisfies an exterior measure condition.
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