Technion

Seminar 	: 	Nonlinear Analysis and Optimization
Speaker 	: 	Hoang Hung Vo
Title 	: 	Non-planar traveling waves and their properties for space-heterogeneous
reaction diffusion equations, II: general cylindrical domains

Place 	: 	Room 814, Amado Mathematics Building
Date	: 	Sunday 23/12/2012
Time 	: 	14:30

Abstract	:
See the pdf file of the abstract at:
<http://www.math.technion.ac.il/~techm/temp/20121223VONo.pdf>
My talk concerns non-planar traveling wave solutions of the
equation $u_t-\Delta u=f(x-cte,u), t\ in\mathbb{R}^+, x \in O$,
where $c>0$ is the given speed of propagation, $e$ is a unit
vector in $R^{N}$, $1 \leq p \leq N$, $u(t,x):(\mathbb{R}^+,O)\to \mathbb{R}$,
$f : (O,\mathbb{R}^+) \to \mathbb{R}$, and $O$
denotes a general cylindrical domain or the whole space $R^N$.
I will focus on discussing the uniqueness and large time behavior
of the front in $L^\infty$ and $L^p$.

(THIS EVENT WAS ALSO ANNOUNCED ON THE NEW TECHMATH SYSTEM.
WE USE THE OLD SYSTEM IN ADDITION TO ENABLE PUBLISHING A PDF FILE OF THE ABSTRACT.
PDF FILES CAN ALSO BE UPLOADED WHEN YOU USE THE NEW SYSTEM, BUT CANNOT BE ADDED
RETROACTIVELY.)

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