First experimental demonstration of linear injection and circular shift photocurrents that switch with the Néel vector in a magnetic crystal, confirming their quantum geometric origin via frequency and temperature dependence.
Title resolution pending
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
years
2026 3verdicts
UNVERDICTED 3representative citing papers
In-plane linear magnetoconductivity serves as an alternative probe of valley polarization in graphene multilayers that remains finite when the anomalous Hall effect vanishes due to symmetry.
A doubly resonant cascaded nonlinear pathway in TMDs yields substantially enhanced high-lying valley polarization via reshaped quantum-geometric selection rules.
citing papers explorer
-
Observation of magnetically switchable quantum geometric photocurrents
First experimental demonstration of linear injection and circular shift photocurrents that switch with the Néel vector in a magnetic crystal, confirming their quantum geometric origin via frequency and temperature dependence.
-
Transport signatures of valley polarization in graphene multilayers: In-plane linear magnetoconductivity vs anomalous Hall effect
In-plane linear magnetoconductivity serves as an alternative probe of valley polarization in graphene multilayers that remains finite when the anomalous Hall effect vanishes due to symmetry.
-
Enhanced Valley Polarization via Nonlinear Cascaded Quantum-Geometric Selection Rules
A doubly resonant cascaded nonlinear pathway in TMDs yields substantially enhanced high-lying valley polarization via reshaped quantum-geometric selection rules.