  The transport properties of the two-dimensional system in HgTe-based quantum
wells containing simultaneously electrons and holes of low densities are
examined. The Hall resistance, as a function of perpendicular magnetic field,
reveals an unconventional behavior, different from the classical N-shaped
dependence typical for bipolar systems with electron-hole asymmetry. The
quantum features of magnetotransport are explained by means of numerical
calculation of the Landau level spectrum based on the Kane Hamiltonian. The
origin of the quantum Hall plateau {\sigma}xy = 0 near the charge neutrality
point is attributed to special features of Landau quantization in our system.
