Abstract

Magnetotransport properties have been measured for quasi-two-dimensional oxide η-Mo 4O 11 at low temperatures 0.3–4.2 K in magnetic fields up to 10 T using both bulk contacts and edge contacts methods. In the former case, normal Shubnikov-de Haas oscillations are observed. In the latter case, the Hall resistivity ρ H and transverse magnetoresistance along the c-axis exhibits clear plateaus and minima, respectively, while the longitudinal magnetoresistance along the a *-axis shows a profound peak around 9 T. At the plateaus ρ H is quantized as, ρ H( v)/ρ H( v=2) = 2/ v( v: filling facter), which suggests that a 2D chiral-surface-state appears near the bulky crystal edge.

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