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Home » The Two-point Distribution of the One-dimensional Kadar-Parisi-Zhang Equation with Sharp Wedge Initial Data.

Seminar

The Two-point Distribution of the One-dimensional Kadar-Parisi-Zhang Equation with Sharp Wedge Initial Data. September 22, 2010
Location: MSRI: Simons Auditorium
Speaker(s) Herbert Spohn
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Abstract/Media

The KPZ equation is a stochastic PDE goverving the motion of a height profile
h(x,t). Several groups have obtained the distribution of h(x,t),
x,t fixed, and have established that in the long time limit it converges to GUE
Tracy Widom. In my talk I will discuss the joint distribution of
{h(x_1,t),h(x_2,t)}.

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