A zero-range model for localized boundary stress on a tectonic plate with dissipative boundary conditions - Collections

＜journal article＞
A zero-range model for localized boundary stress on a tectonic plate with dissipative boundary conditions

Creator	Creator Name Ivlev, Lev
	Creator Name Martin, Gaven J.
	Creator Name Pavlov, Boris
	Creator Name Petrova, Larissa
Language	English
Publisher	Faculty of Mathematics, Kyushu University
Publisher	九州大学大学院数理学研究院
Date	2012-10
Source Title	Journal of Math-for-Industry (JMI)
Vol	4
Issue	B
First Page	141
Last Page	153
Publication Type	Version of Record
Access Rights	open access
Related DOI	JMI ; 2012B-9
Related DOI	Journal of Math-for-Industry \|\| 4(B) \|\| p141-153
	JMI \|\| 4(B) \|\| p141-153
	http://gcoe-mi.jp/
Related URI	Journal of Math-for-Industry \|\| 4(B) \|\| p141-153
	JMI \|\| 4(B) \|\| p141-153
	http://gcoe-mi.jp/
Relation	JMI ; 2012B-9
	Journal of Math-for-Industry \|\| 4(B) \|\| p141-153
	JMI \|\| 4(B) \|\| p141-153
	http://gcoe-mi.jp/
Abstract	We present spectral and scattering theories for a differential operator with a dissipation term that can be used to describe the dynamics of a tectonic plate with dissipative boundary conditions. The ...generating operator is non-selfadjoint causing some additional complexity. This difficulty has been overcome by developing the selfadjoint-dilation theory. We develop a functional model for the dissipative operator and the associated scattering theory of Lax-Phillips type.show more

File	FileType	Size	Views	Description
2012B-9	pdf	860 KB	172

Record ID	1397711
Peer-Reviewed	Refereed
Subject Terms	scattering theory
	tectonic plate
	dissipative boundary conditions
	selfadjoint-dilation theory
	spectrum
ISSN	1884-4774
NCID	AA12444018
Notes	MI: Global COE Program Education-and-Research Hub for Mathematics-for-Industry
Notes	グローバルCOEプログラム「マス･フォア･インダストリ教育研究拠点」
Type	学術雑誌論文
Created Date	2014.01.07
Modified Date	2014.03.03