摘要
基于当前对弹性力学理论涉及的带p(x)型增长条件的p(x)-Laplacian方程研究成果,应用Soboleve空间嵌入定理,证明了这一方程在有界区域上的强广义解的有界性．
Based on the achievements about the theory of elastic mechanics involved p（x）-Laplacian equation with p （x）- growth conditions ,the boundary of the strongly generalized solution for p（x）-Laplacian in the bound dormain is studied by using the imbedding theory in the Soboleve space.
出处
《天津工业大学学报》
CAS
2006年第3期93-96,共4页
Journal of Tiangong University
