Continuous-time quantum Monte Carlo implementation of the extended toric code in the x- and z-basis.
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Updated
Aug 12, 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.
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.
Code & data for "Sector-Dependent CHSH Violation in Fibonacci Anyons, and Finite-Size Topological–CHSH Mutual Information in 2D Lattice Models."
Experiments with the Toric code: Circuit-level noise simulations and Equivariant Neural Decoder implementation.
MATLAB simulation framework evaluating Toric Code topological error correction to suppress depolarization noise in the BB84 QKD protocol.
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