Abstract

Auger relaxation in two-dimensional (2D) strongly correlated electron gas can be represented as an Auger-like process for neutral magnetoplasmon excitations. The case of a ``dielectric'' state with a lack of free electrons (i.e., at integer filling \ensuremath{\nu}) is considered. Really the Auger-like process is a coalescence of two magnetoplasmons which are converted into a single one of a different plasmon mode with zero 2D wave vector. This event turns out to be energetically allowed for magnetoplasmons near their roton minima where the spectrum has an infinite density of states. As a result, the additional possibility appears for indirect observation of the magnetorotons by means of anti-Stokes Raman scattering. We find the rate of this process employing the technique of excitonic representation for the relevant matrix element calculation.

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