具非标准增长条件的积分泛函的正则性的若干进展  

Some Advances in Regularity Results for a Class of IntegralFunctionals with Nonstandard Growth Conditions

作　　者：张子叶[1] 

机构地区：[1]山东科技大学理学院,山东青岛266510

出　　处：《科技信息》2011年第21期I0017-I0017,共1页Science & Technology Information

基　　金：春蕾计划基金资助项目(2009AZZ085)

摘　　要：概述了一类具有连续增长条件的积分泛函的正则性若干结果,主要内容有:p(x)-Laplace方程与Zhikov猜想;具p(x)-增长条件的积分泛函的正则性。In this paper some advances in regularity results for a class of integral functionals with continuous growth conditions are summarized. They are mainly p（x）-Laplace equations and Zhikov＇ s conjecture, regularity results for a class of integral functionals with growth conditions.

关 键 词：P(X)-LAPLACE方程 积分泛函 

分 类 号：O175.25[理学—数学]