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DIRICHLET HEAT KERNEL ESTIMATES FOR FRACTIONAL LAPLACIAN WITH GRADIENT PERTURBATION

2014.03.24 19:10

실적년도	2011 년
논문구분	국외
총저자	Zhen-Qing Chen, Pank
학술지명	Annals of Probability
권(Vol.)
호(No.)
게재년월	년 월
Impact Factor
SCI 등재	SCI
비고

set in Rd and b an Rd-valued function on Rd whose components are in
a certain Kato class of the rotationally symmetric .
In this paper, we derive sharp two-sided heat kernel estimates for
zero exterior condition. We also obtain
the boundary Harnack principle for Lb in D with explicit decay rate.

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