On the absence of rapidly decaying solutions for parabolic operators whose coefficients are non-Lipschitz continuous in time

Details On the absence of rapidly decaying solutions for parabolic operators whose coefficients are non-Lipschitz continuous in time On the absence of rapidly decaying solutions for parabolic operators whose coefficients are non-Lipschitz continuous in time

2004-09-07

arxiv.org/abs/math/0409098v1

Mathematics

Analysis of PDEs

10 pages

Scientific paper

We find minimal regularity conditions on the coefficients of a parabolic
operator, ensuring that no nontrivial solution tends to zero faster than any
exponential.

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