Complex barriers in graphene produce non-unitary scattering that tunes angular transmission and yields higher thermoelectric figure of merit under loss conditions compared to Hermitian cases.
Title resolution pending
4 Pith papers cite this work. Polarity classification is still indexing.
4
Pith papers citing it
verdicts
UNVERDICTED 4representative citing papers
A sampled-partner approximation speeds up Pauli-consistent Monte Carlo for graphene with electron-electron scattering, enabling low-noise runs that expose grid-induced oscillations which can then be mitigated without changing the dynamics.
Surface states in 3D class-CI topological lattice models are fragile to Anderson localization via trivializing proximity effect with weak disorder, while continuum Dirac models show disorder-induced healing of criticality.
The Kubo-based conductivity model for graphene is correct, predicts vanishing current without external field, shows no double pole in permittivity, and is consistent with standard literature on losses.
citing papers explorer
-
Non-Hermitian thermoelectric transport in graphene: Tunable anomalous transmission through complex barriers
Complex barriers in graphene produce non-unitary scattering that tunes angular transmission and yields higher thermoelectric figure of merit under loss conditions compared to Hermitian cases.
-
Low-noise Pauli-consistent ensemble Monte Carlo for graphene with electron-electron scattering
A sampled-partner approximation speeds up Pauli-consistent Monte Carlo for graphene with electron-electron scattering, enabling low-noise runs that expose grid-induced oscillations which can then be mitigated without changing the dynamics.
-
Topological surface-state destruction via trivializing proximity effect: Lattice localization despite continuum criticality
Surface states in 3D class-CI topological lattice models are fragile to Anderson localization via trivializing proximity effect with weak disorder, while continuum Dirac models show disorder-induced healing of criticality.
-
Reply to "Comment on "Electric conductivity in graphene: Kubo model versus a nonlocal quantum field theory model"" (ArXiv:2506.10792v2)
The Kubo-based conductivity model for graphene is correct, predicts vanishing current without external field, shows no double pole in permittivity, and is consistent with standard literature on losses.