**SMS scnews item created by Daniel Daners at Mon 5 Jan 2015 1032**

Type: Seminar

Distribution: World

Expiry: 20 Jan 2015

**Calendar1: 20 Jan 2015 1400-1500**

**CalLoc1: AGR Carslaw 829**

Auth: daners@como.maths.usyd.edu.au

### PDE Seminar

# Nonlocal p-Laplace equations depending on the Lp-norm of the gradient

### Chipot

Michel Chipot

University of Zürich, Switzerland

Tue 20 January 2-3pm, Carslaw 829 (AGR)

## Abstract

We present some results on the asymptotic behaviour of problems of the
form

$${u}_{t}-\nabla \cdot \left(\left(a{\int}_{\Omega}|u\left(t,x\right){|}^{p}dx\right)|\nabla u{|}^{p-2}\nabla u\right)=f$$

in $\left(0,\infty \right)\times \Omega $
together with boundary and initial conditions (joint work with T. Savitska).

Check also the PDE
Seminar page. Enquiries to Daniel Hauer or Daniel Daners.