A calibration and feed-forward protocol separates geometric, dynamical, and technical phases in time-bin qudits via parallel-transport gauge and adjacent-bin interferometric tomography.
Title resolution pending
4 Pith papers cite this work. Polarity classification is still indexing.
years
2026 4verdicts
UNVERDICTED 4representative citing papers
A matrix-logarithm self-consistent interpolation for the Berry connection improves accuracy over prior schemes by respecting the full overlap matrix structure and relating basis incompleteness to the invariant spread functional.
Hole spin qubits can sense the geometry of electrostatic disorder from two-level fluctuators via g-tensor anisotropy, using a Berry-phase protocol estimated to achieve order-unity SNR in tens of microseconds, with optimal regimes identified by quantum Fisher information.
Complementarity variables define cylindrical coordinates on the Bloch sphere with openness as radial deficit, and quasistatic driving creates a work connection whose curvature yields holonomic response depending on dissipation alignment.
citing papers explorer
-
Geometric-Phase (Pancharatnam-Berry) Correction for Time-Bin Photonic Qudits: A Calibration and Feed-Forward Algorithm
A calibration and feed-forward protocol separates geometric, dynamical, and technical phases in time-bin qudits via parallel-transport gauge and adjacent-bin interferometric tomography.
-
Self-consistent evaluation of the Berry connection for Wannier functions
A matrix-logarithm self-consistent interpolation for the Berry connection improves accuracy over prior schemes by respecting the full overlap matrix structure and relating basis incompleteness to the invariant spread functional.
-
Probing Electrostatic Disorder via g-Tensor Geometry
Hole spin qubits can sense the geometry of electrostatic disorder from two-level fluctuators via g-tensor anisotropy, using a Berry-phase protocol estimated to achieve order-unity SNR in tens of microseconds, with optimal regimes identified by quantum Fisher information.
-
Holonomy and Complementarity in Open Quantum Systems
Complementarity variables define cylindrical coordinates on the Bloch sphere with openness as radial deficit, and quasistatic driving creates a work connection whose curvature yields holonomic response depending on dissipation alignment.