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Conservation Laws for Fourth Order Systems in Four Dimensions
Authors:Tobias Lamm
Affiliation:Departement Mathematik , ETH Zürich , Zürich, Switzerland
Abstract:In this paper a one-dimensional Keller–Segel model with a logarithmic chemotactic-sensitivity and a non-diffusing chemical is classified with respect to its long time behavior. The strength of production of the non-diffusive chemical has a strong influence on the qualitative behavior of the system concerning existence of global solutions or Dirac-mass formation. Further, the initial data play a crucial role.
Keywords:Biharmonic map heat flow  Conservation laws  Fourth order elliptic systems  Lorentz spaces  Wente inequality
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