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On the asymptotic behavior for convection-diffusion equations associated to higher order elliptic operators in divergence form.

Mokhtar Kirane;  Mahmoud Qafsaoui — 2002

Revista Matemática Complutense

We consider the linear convection-diffusion equation associated to higher order elliptic operators ⎧  ut + Ltu = a∇u   on Rnx(0,∞) ⎩  u(0) = u0 ∈ L1(Rn), where a is a constant vector in Rn, m ∈ N*, n ≥ 1 and L0 belongs to a class of higher order elliptic operators in divergence form associated to non-smooth...

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