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Applicable Analysis
An International Journal
Volume 68, 1998 - Issue 3-4
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Original Articles

Long-time behaviour of solution for rosenau-burgers equation(II)

Mei Ming Departament of Matematics, Faculty of Science Kanazawa University, kanazawa, Japan, 920-11 E-mail: [email protected]
Pages 333-356 | Received 01 Jan 1998, Published online: 02 May 2007

  • Chung , S.K. and Ha , S.N. 1994 . Finite element solutins for the Rosenau equation . Appllicable analysis , 54 : 39 – 56 .
  • Kawashima , S. and Matsumura , A. 1985 . A symptotic stability of traveling wave solutions of system for one-dimensional gas motion . Commun.Math.Phys. , 101 : 97 – 127 .
  • Kawashima , S. and Matsumura , A. 1994 . Stability of shock profiles in viscoelasticity with non-covex constitutive relations . Commun.Math.Phys. , 47 : 1547 – 1569 .
  • Matsumura , A. 1976 . On the asymptotic behaviour of solutions of semi-linear wave equation . publ.RIMS Kyoto Univ. , 12 : 169 – 189 .
  • Matsumura , A. and Nishihara , K. 1994 . Asymptotic stability of travelling waves for scalar viscous conservation laws with non-convex nonlinearityStability of shock profiles in viscoelasticity with non-covex constitutive relations . Commun.Math.Phys. , 165 : 83 – 96 .
  • Mei , M. 1996 . Long-Time behaviour of Solution for osenau-Burgers Equation(I) . Applicable Analysis. , 63 : 315 – 330 .
  • Mei M. Large-time behavior of solution for generalized enjamin-Bona–Mahony-Burgers equations Non linear Analysis, to appear
  • Mei , M. 1995 . Stability oj shock profiJ,es Jor nonconvex scalar viscous conseruaiion laws . Math. Models Methods Appl. Sci. , 5 : 279 – 296 .
  • Mei M. Remark on stability of shock profiles for nonconvex scalar viscous conservation laws Berli to appear
  • Park , M.A. 1990 . “ Model equations in fluid dynamics ” . In Ph.D. Dissertation , Tulane University .
  • Rosenau , P. 1988 . Dynamics of dense discrete systems . Theoretieal Phys. , 79 : 1028 – 1042 .
  • Segal , I.E. 1966 . “ Quantization and dispersion Jor nonlinear relativistic equations ” . In Mathematical Theory of Elementary Particles , 79 – 108 . M.T.T. Press Combridge, Mass .
  • Zhang , L. 1994 . Decay of solutions of generalized Benjamin-Bona-Mahony equations . Acta Math. Sinica, (New Series) , 10 : 428 – 438 .
  • Zhang , L. 1995 . Decay of solutions of generalized Benjamin-Bona–Mahony-Burgers equations, in n-space dimensions . Nonlinear Analysis , 25 : 1343 – 1369 .

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