COMPLEXITY OF LARGE TIME BEHAVIOUR OF EVOLUTION EQUATIONS WITH BOUNDED DATA

查看全文 作　　者：J.L.V[1]ZQUEZ;[1]E.ZUAZUA

机构地区：[1]Departamento de Matematicas,Universidad Autonoma,Departamento de Matematica Aplicada,UniversidadComplutense 28049Madrid,Spain,28040 M

出　　处：《Chinese Annals of Mathematics,Series B》索引2002年第23卷第2期,共18页

摘　　要：The authors study the asymptotic behaviour of solutions of the heat equation and a number of evolution equations using scaling techniques. It is proved that in the framework of bounded data stabilization need not occur and the general asymptotic behaviour is complex. This behaviour reflects for large times, even on compact sets, the complexity of the initial data at infinity. 关键词：复杂性大时间行为发展方程有界数据热方程 Omega极限双曲守恒定律半群收敛性

相关文献

参考文献（34）
引证文献（4）
耦合文献（0）

参考文献(34)

引证文献(4)

互联网出版许可证新出网证(渝)字10号全国400电话 - 免长途话费

COMPLEXITY OF LARGE TIME BEHAVIOUR OF EVOLUTION EQUATIONS WITH BOUNDED DATA

参考文献(34)

引证文献(4)

用户提示