给出了非齐次A-调和方程障碍问题的解在当障碍函数ψ0,边值θ∈W^1,p(n),自然指数1
Alocal regularity of solution to Kψ,θ-obstacle problemfor the non-homogenous A-harmonic equation divA(x;ru(x)) =divF(x)is given,where A:A: Ω×R^n→R^n is a Carathéodory function satisfying some coercivity,and growth conditions with the natural exponent 1 〈 p 〈 n, the obstacle problem φ ≥ 0 and the boundary data θ∈W^1,p(Ω).