科研之友
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摘要
We derive an H-0(s,p) (curl; Omega) estimate for the solutions of the Maxwell type equations modeled with anisotropic and W-s,W-infinity(Omega)-regular coefficients. Here, we obtain the regularity of the solutions for the integrability and smoothness indices (p, s) in a plane domain characterized by the apriori lower/upper bounds of a and the apriori upper bound of its Holder sem-norm of order s. The proof relies on a perturbation argument generalizing Groger's L-p-type estimate, known for the elliptic problems, to the Maxwell system.
- 出版日期2016-2
