A methodology for numerical simulations to a singular limit - Collections

＜preprint＞
A methodology for numerical simulations to a singular limit

Creator	Creator Name Ikota, Ryo 井古田, 亮イコタ, リョウ Affiliation Affiliation Name Faculty of Mathematics, Kyushu University 九州大学大学院数理学研究院
	Creator Name Mimura, Masayasu 三村, 昌泰ミムラ, マサヤス Affiliation Affiliation Name Department of Mathematical and Life Sciences, Hiroshima University 広島大学大学院理学研究科数理分子生命理学専攻
	Creator Name Nakaki, Tatsuyuki 中木, 達幸ナカキ, タツユキ Affiliation Affiliation Name Faculty of Mathematics, Kyushu University 九州大学大学院数理学研究院
Language	English
Publisher	Faculty of Mathematics, Kyushu University
Publisher	九州大学大学院数理学研究院
Date	2004-03-08
Source Title	MHF Preprint Series
Vol	2004-6
Publication Type	Author's Original
Access Rights	open access
Related DOI	MHF Preprint Series \|\| 2004-6 \|\| p1-18
Related DOI	http://www.math.kyushu-u.ac.jp/gakufu/
Related URI	MHF Preprint Series \|\| 2004-6 \|\| p1-18
Related URI	http://www.math.kyushu-u.ac.jp/gakufu/
Relation	MHF Preprint Series \|\| 2004-6 \|\| p1-18
Relation	http://www.math.kyushu-u.ac.jp/gakufu/
Abstract	A numerical methodology is proposed for a singular limit of certain reaction-diffusion systems. The limit problem arises in competition-diffusion systems and chemical reaction equations. Convergence o...f the semi-discrete-in-time solutions obtained by the methodology is proved. In a particular case, a convergence rate is also shown.show more

File	FileType	Size	Views	Description
2004-6	pdf	303 KB	245

Record ID	3347
Peer-Reviewed	Unrefereed
Subject Terms	reaction-diffusion systems
	singular limit
	operator splitting method
Notes	Kyushu University 21st Century COE Program Development of Dynamic Mathematics with High Functionality
Notes	九州大学21世紀COEプログラム「機能数理学の構築と展開」
Type	プレプリント
Created Date	2009.04.22
Modified Date	2018.02.22