障碍问题解的局部正则性和局部有界性
发布时间：2018-07-23 17:16
【摘要】：该文在算子A(x,ξ):Ω×R~n→R~n的强制性条件和控制增长条件下,考虑A-调和方程divA(x,%絬(x))=0的κ_(Ψ,θ)-障碍问题的解.A的原型是A(x,ξ)=(μ~2+|ξ|~2)~((p-2)/2)ξ,μ≥0.得到了局部正则性和局部有界性结果.
[Abstract]:In this paper, under the mandatory condition of operator A (x, 尉: 惟 脳 Rn n, and the condition of controlling growth, the prototype of the solution to the problem of 魏 _ (蠄, 胃) -obstacle of the A- harmonic equation divA (XN% (x) 0) is A (x, 尉 = (渭 2 尉 / 2) ~ (p-2) / (2) 尉, 渭 鈮，
本文编号：2140093
[Abstract]:In this paper, under the mandatory condition of operator A (x, 尉: 惟 脳 Rn n, and the condition of controlling growth, the prototype of the solution to the problem of 魏 _ (蠄, 胃) -obstacle of the A- harmonic equation divA (XN% (x) 0) is A (x, 尉 = (渭 2 尉 / 2) ~ (p-2) / (2) 尉, 渭 鈮，
本文编号：2140093
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