 93191 Bricmont J., Kupiainen A.
 Universality in blowup for nonlinear heat equations
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Jun 22, 93

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Abstract. We consider the classical problem of the
blowingup of solutions of
the nonlinear heat equation. We show that
there exist infinitely many profiles around
the blowup point, and for each integer
$k$, we construct a set of
codimension $2k$ in the space of initial
data giving rise to solutions that
blowup according to the given profile.
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