  Quantized conductance plateaus, a celebrated hallmark of Majorana bound
states (MBSs) predicted a decade ago, have recently been observed with small
deviations in iron-based superconductors and hybrid nanowires. Here, we
demonstrate that nearly quantized conductance plateaus can also arise from
trivial Andreev bound states (ABSs). To avoid ABS interruptions, we propose
identifying ABS-induced quantized conductance plateaus by measuring the
associated differential current noise $P$ versus bias voltage $V$.
Specifically, for a quantized conductance plateau induced by one or multiple
low-energy ABSs, the associated $P(V)$ curve exhibits a double-peak around zero
bias, with the peak positions at $e|V|\approx 3k_B T$ (where $T$ is the
temperature) and peak values larger than $2e^3/h$. These features greatly
contrast those of an MBS or quasi-MBS, whose $P(V)$ curve displays a broad
zero-bias dip and is consistently below $2e^3/h$. This protocol can be
practically implemented in a variety of MBS candidate platforms using an
electrode or STM tip as a probe.
