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. 2013 May 24;110(24):9633–9638. doi: 10.1073/pnas.1221453110

Fig. 4.

Fig. 4.

Observation of an unusual AHE above the Lifshitz transition. (A) Antisymmetric component of the transverse resistivity Inline graphic vs. the magnetic field Inline graphic, applied at Inline graphic with respect to the plane of the interface. Dashed lines are guides to the eye to indicate the linear behavior at small and large fields. The low-field slope of the transverse resistance Inline graphic (shown by the lower dashed line in A), as a function of Inline graphic (red circles, Inset), is simply proportional to the component of the field out of the plane, Inline graphic, with a coefficient Inline graphic (fit shown by blue line, Inset). (B) AHE component which develops at nonzero fields vs. density and field, obtained by subtracting out the low-field normal Hall slope Inline graphic. (C) Derivative Inline graphic vs. Inline graphic and Inline graphic. The step in Inline graphic due to the AHE at Inline graphic shows up as a peak in Inline graphic, prominent for nearly in-plane fields (Inline graphic) but surviving even when the field is applied out-of-plane (Inline graphic). The dashed line follows the evolution of this peak.