Quantum hardware noise learning via differentiable Kraus representation on tensor networks
Ryo Sakai, Yu Yamashiro

TL;DR
This paper introduces a differentiable Kraus representation method using tensor networks to learn and model quantum hardware noise from a single device experiment, enabling noise-aware predictions.
Contribution
The method automatically learns noise channels from measurement data and generalizes across circuits without retraining, capturing intrinsic device characteristics.
Findings
Successfully reproduces device output distribution on ibm_fez
Learned parameters generalize to unrelated circuits
Enables noise-aware prediction for quantum algorithms
Abstract
We present a method for learning quantum hardware noise from a measurement distribution of a single device experiment. Each noise channel is represented by automatically differentiable Kraus operators obtained from a Stinespring-based parameterization that is completely positive and trace preserving by construction, and circuits are simulated with a matrix product density operator forward model. Independent channels are attached to each native gate type, to each nearest-neighbor crosstalk interaction, and to state preparation and measurement, and all channels are optimized end-to-end against a distance between the simulated and observed measurement distributions. On ibm_fez, a Heron-generation superconducting processor, training on a ripple-carry adder circuit reproduces the device output distribution, and the same learned parameters, applied without retraining, also track the device…
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