Abstract

Residual interaction among quasiparticles in partially filled composite Fermion (CF) level and the types of correlations they support are investigated. The pseudopotential describing the interaction between quasielectrons (QEs) as a function of relative angular momentum R is “subharmonic” for R = 1 . As a consequence the QEs at ν QE = 1 3 cannot be Laughlin correlated, but they tend to form pairs or larger clusters. Interpretation of numerical results for small systems can be problematic, because a given value of particle number N and level degeneracy 2 ℓ + 1 can correspond to several different filling factors.

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