Asymptotic behaviour for fractional diffusion-convention equations

Tuesday, November 14th, 2017
11:30-13:00, TIMON Room at DeustoTech

Liviu Ignat

University of Bucharest (Bucharest, Romania)

In this talk we analyze the long time behaviour of the solutions of a fractional diffusion-convection equation.

    \[u_{t}(t,x) + (-\Delta)^{\alpha/2}u(t,x)+(f(u))_x=0, \quad t>0,\quad x\in \mathbb{R},\]

where \alpha \in (0,2) and f(s)=|s|^{q-1}s/q with q>1.

Joint work with Diana Stan.