某些第二类奇异积分方程的Noether性质  

The Noether property of some second kind singular integral equations

作　　者：曾岳生[1] 吕德[2] 

机构地区：[1]怀化师专 [2]中南工业大学

出　　处：《怀化学院学报》1995年第5期17-22,共6页Journal of Huaihua University

基　　金：湖南省教委科研基金

摘　　要：本文讨论带Carleman位移或带非Carleman位移的两类奇异积分方程的Noether性质。利用两个一维奇异积分算子,文中给出在空间Lp(T_1,T_2)中,1<p<+∞,这些奇异积分方程是Noether方程的充分条件,并计算了它们的指数。In this paper, the Noeher property of two kinds of singlar integral equations with Carleman or non-Carieman shift have been discussed. By using two one -dimensional singular integral operators, the sufficient conditon wich suffices these singular integral equations are Noether equations in the Lp (r1,r2)space (1&lt;p&lt;+∞) have been obtained, the Noether index has been calculated also.

关 键 词：奇异积分方程 位移 Noether性质 

分 类 号：G4[文化科学—教育学]