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図書
edited by N. Kenmochi, M. Otani, S. ZhengGakkotosho2004.3<M18-B504>
国立国会図書館全国の図書館
  • 内容細目Large time behavior of a solution to the one-dimensional shape memory alloy problem by T. Aiki, A. Kadoya On the asymptotic behaviour of the p-Laplace equation in cylinders becoming unbounded by ......ipot, Y. Xie Weak solutions for Stefan problems with convection in non-cylindrical domains by T. Fukao Blow-up phenomena for a nonlocal parabolic problem by I. Fukuda, R. Suzuki Quasilinear hyperbolic system with damping by L. Hsiao Large-time behaviour of solutions to non-isothermal phase separation with order...... structures by A. Ito Nonlinear diffusion equations with boundary degeneracy and gradient nonlinearity by Y. Jingx...
  • NACSIS書誌ID(NCID)BA69141116
  • NDLCM18 MA117
デジタル記事
2008-12Osaka Journal of Mathematics45 4p.987-1026
インターネットで読める全国の図書館
  • 標準番号(その他)https://hdl.handle.net/11094/12262
  • 著者標目Nukumizu Takumi Kagei Yoshiyuki
  • 出版者(掲載誌)Osaka University and Osaka City University, Departments of Mathematics
デジタル記事
Kagei, Yoshiyuki, Nukumizu, TakumiOsaka University and Osaka City University, Departments of Mathematics2008-12Osaka Journal of Mathematics45 4p.987-1026
全国の図書館
  • 目次・記事http://dlisv03.media.osaka-cu.ac.jp/contents/osakacu/sugaku/111F0000002-......uclid.org/journals/osaka-journal-of-mathematics
  • 著者標目Kagei, Yoshiyuki Nukumizu, Takumi
記事
隠居, 良行, Kagei, Yoshiyuki, 温水, 拓実, Nukumizu, Takumi2008Osaka J. Math.45
全国の図書館
  • 一般注記identifier:oai:t2r2.star.titech.ac.jp:50499771
  • 著者標目隠居, 良行 Kagei, Yoshiyuki 温水, 拓実 Nukumizu, Takumi
デジタル記事
隠居, 良行, Nukumizu, TakumiFaculty of Mathematics, Kyushu University2007-08-09
インターネットで読める全国の図書館
  • 件名compressible Navier-Stokes equation asymptotic behavior cylindrical domain
  • 一般注記...ntury COE Program Development of Dynamic Mathematics with High Functionality 九州大学21世紀COEプログラム「機能数理学の構築...
  • 関連情報Kyushu University Preprint Series in Mathematics || 2007-15 || p1-42 MHF Preprint Series || 2007-15 || p1-42 http://www.math.kyushu-u.ac.jp/gakufu/
デジタル記事
2007-08-09
インターネットで読める全国の図書館
  • 要約等Asymptotic behavior of solutions to the compressible Navier-Stokes equation around a given constant state is investigated on a cylindrical domain in $ R^3 $, under the no slip boundary condition for the velocity field. The $ L^2 $ decay estimate is established for the perturbation from the constant state. It is also shown that the time-asymptotic leading part of the perturbation is given by a function satisfying a 1 dimensional heat equation. The proof is based on an energy method and asymptotic analysis for the associated linearized semigroup......ntury COE Program Development of Dynamic Mathematics with High Functionality...
  • 件名compressible Navier-Stokes equation asymptotic behavior cylindrical domain
  • 著者標目隠居, 良行 Nukumizu, Takumi

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