Few interacting particles in a random potential
D.L.Shepelyansky, O.P.Sushkov
TL;DR
This paper investigates how the localization length of a few interacting particles in a random potential is affected, revealing a significant increase for three particles compared to two.
Contribution
It provides new insights into the localization behavior of three interacting particles, extending previous understanding from two particles.
Findings
Localization length is strongly enhanced for three particles.
Enhancement is greater than that observed for two particles.
Results contribute to understanding many-body localization phenomena.
Abstract
We study the localization length of few interacting particles in a random potential. Concentrating on the case of three particles we show that their localization length is strongly enhanced comparing to the enhancement for two interacting particles.
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