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Title of Journal: J evol equ

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Abbravation: Journal of Evolution Equations

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Birkhäuser-Verlag

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10.1007/bf00219247

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1424-3202

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Asymptotical behaviour of a class of semilinear di

Authors: Jari Taskinen
Publish Date: 2007/04/30
Volume: 7, Issue: 3, Pages: 429-447
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Abstract

We improve the existing results of the long time asymptotical behaviour of some basic semilinear diffusion equations with space variable in the whole space mathbbR Our method is elementary it is based on explicit calculations weighted sup–norm estimates and a fixed point argument

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Other Papers In This Journal:
  1. Parabolic boundary value problems connected with Newton’s polygon and some problems of crystallization
  2. The instationary Stokes equations in weighted Bessel-potential spaces
  3. On the sectoriality of a class of degenerate elliptic operators arising in population genetics
  4. Weak solutions for the fully hyperbolic phase-field system of conserved type
  5. Exponential stability of abstract evolution equations with time delay
  6. Maximal L p -regularity for a linear three-phase problem of parabolic–elliptic type
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