Continuous-time quantum Monte Carlo implementation of the extended toric code in the x- and z-basis.
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Updated
Sep 27, 2026 - C++
Continuous-time quantum Monte Carlo implementation of the extended toric code in the x- and z-basis.
A Julia interface to popular python packages for decoding quantum error correcting codes.
The END: An Equivariant Neural Decoder for Quantum Error Correction
Neural decoders for quantum error correction on the 3D Toric code. Includes implementation of TheEND decoder for 2D toric code corrections.
Code & data for "Sector-Dependent CHSH Violation in Fibonacci Anyons, and Finite-Size Topological–CHSH Mutual Information in 2D Lattice Models."
Biased Pauli noise (weighted matching) and heralded erasure (from-scratch peeling decoder) on the toric code: reproducing the 0.5 erasure threshold and contrasting noise profiles.
MATLAB simulation framework evaluating Toric Code topological error correction to suppress depolarization noise in the BB84 QKD protocol.
A Python simulation toolkit for toric-code decoding with minimum-weight perfect matching under perfect and noisy syndrome measurements.
Experiments with the Toric code: Circuit-level noise simulations and Equivariant Neural Decoder implementation.
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