Observation of even denominator fractional quantum Hall effect in suspended bilayer graphene
Dong-Keun Ki, Vladimir I. Fal'ko, Dmitry A. Abanin, and Alberto F., Morpurgo

TL;DR
This study reports the first observation of an even-denominator fractional quantum Hall state at nu = -1/2 in suspended bilayer graphene, revealing new insights into quantum Hall phenomena and Landau level degeneracy effects.
Contribution
The paper presents the experimental discovery of an even-denominator fractional quantum Hall state in bilayer graphene, supported by high-precision measurements and theoretical consistency.
Findings
Observation of a quantized plateau at nu = -1/2 with 0.5% precision
Identification of multiple fractional quantum Hall states in bilayer graphene
Support for a Moore-Read type state due to Landau level degeneracy
Abstract
We investigate low-temperature magneto-transport in recently developed, high-quality multi-terminal suspended bilayer graphene devices, enabling the independent measurement of the longitudinal and transverse resistance. We observe clear signatures of the fractional quantum Hall effect, with different states that are either fully developed, and exhibit a clear plateau in the transverse resistance with a concomitant dip in longitudinal resistance, or incipient, and exhibit only a longitudinal resistance minimum. All observed states scale as a function of filling factor nu, as expected. An unprecedented even-denominator fractional state is observed at nu = -1/2 on the hole side, exhibiting a clear plateau in Rxy quantized at the expected value of 2h/e^2 with a precision of ~0.5%. Many of our observations, together with a recent electronic compressibility measurement performed in graphene…
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