Stable subharmonic solutions and asymptotic behavior in reaction-diffusion equations.
Poláčik, P., Yanagida, E. (2000)
Electronic Journal of Qualitative Theory of Differential Equations [electronic only]
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Displaying similar documents to “On stable solutions of quasilinear periodic-parabolic problems”
Stable subharmonic solutions and asymptotic behavior in reaction-diffusion equations.
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Bifurcation of periodic solutions from inversion of stability of periodic O.D.E.'S.
M. Sabatini (1993)
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Prolongations and stability in dynamical systems
J. Auslander, P. Seibert (1964)
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Les auteurs étudient la notion de prolongement au sens de T. Ura et ses relations avec la notion d’ensembles positivement invariants. La stabilité au sens de Liapounoff est équivalente à l’invariance par prolongement. Les auteurs dégagent ensuite la notion de “prolongements abstraits” et les notions de stabilité correspondantes; la stabilité absolue (associée au prolongement minimal transitif) et la stabilité asymptotique jouent un rôle important.