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Kempner Colloquium
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\begin{Huge}\textsc{Suppressed dispersion for a\\    randomly kicked quantum particle \\ \vskip .1 in  in a Dirac comb}
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\begin{Large}\textbf{ Jeremey Clark}
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 (Michigan State)
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I will discuss the long-term spatial behavior of a model for a quantum
particle moving in one dimension.
The particle's movement is influenced by a periodic force and random
momentum kicks that simulate the effect of the particle colliding with
members of a background gas.Ê The results that I will present amount to
central limit theorems that contrast the spatial behavior of the particle
between the cases in which the periodic force is smooth or has singular
peaks.Ê




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January 9, 2014

4:00 p.m.

MATH 350

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