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Researchers at the University of Hong Kong have identified a half-integer quantized Hall conductance effect in metallic ferromagnetic semimetals, challenging the conventional requirement of an insulating state for such quantization. The discovery attributes this phenomenon to massless Dirac cones rather than massive fermions, necessitating a revision of existing models regarding the parity anomaly. This finding opens new avenues for exploring topological phases and quantum transport in systems with finite longitudinal conduction.
University of Hong Kong Finds Hall Conductance at Half-Integer Values

University of Hong Kong researchers discovered a new quantum effect, exhibiting half-integer quantization of Hall conductance in metallic systems.
Researchers at The University of Hong Kong have identified a quantum phenomenon where Hall conductance exhibits values at half-integer levels, rather than the traditionally quantized resistance. This discovery challenges established understandings of the quantum Hall effect, typically observed in insulating materials, as it occurs within two-dimensional ferromagnetic semimetals possessing finite longitudinal conduction. Shun-Qing Shen and collaborators found that a single massless Dirac cone, rather than previously theorized massive Dirac fermions, is the origin…
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