Hanbury Brown and Twiss noise correlations in a topological superconductor beam splitter
T. Jonckheere, J. Rech, A. Zazunov, R. Egger, T. Martin

TL;DR
This paper investigates current cross-correlations in a topological superconductor junction with Majorana states, revealing unique positive correlations for opposite voltages as a signature of Majorana zero modes, using a non-perturbative Green function approach.
Contribution
It provides analytical and numerical analysis of Hanbury-Brown and Twiss correlations in a topological superconductor junction, highlighting signatures of Majorana states and their dependence on system parameters.
Findings
Positive cross-correlations for opposite voltages indicate Majorana zero modes.
Sign change in correlations signals topological transition.
Exact Green function expressions for various system configurations.
Abstract
We study Hanbury-Brown and Twiss current cross-correlations in a three-terminal junction where a central topological superconductor (TS) nanowire, bearing Majorana bound states at its ends, is connected to two normal leads. Relying on a non-perturbative Green function formalism, our calculations allow us to provide analytical expressions for the currents and their correlations at subgap voltages, while also giving exact numerical results valid for arbitrary external bias. We show that when the normal leads are biased at voltages and smaller than the gap, the sign of the current cross-correlations is given by . In particular, this leads to positive cross-correlations for opposite voltages, a behavior in stark contrast with the one of a standard superconductor, which provides a direct evidence of the presence of the Majorana zero-mode at the edge of…
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