| # Explainability Subcard | |
| Field | Response | |
| :-----|:--------- | |
| Intended Task/Domain: | Quantum error correction (QEC) for triangular color-code memory circuits | |
| Model Type: | Convolutional Neural Network (CNN) — 3D fully-convolutional neural network pre-decoder that predicts physical space-time corrections which sparsify the input detector syndromes into a residual syndrome | |
| Intended Users: | QEC researchers, QPU builders, QPU operators | |
| Output: | Predicted space-time physical corrections (X- and Z-basis detector predictions across the color partitions) that sparsify the input syndrome into a residual syndrome | |
| Describe how the model works: | This model is a neural network pre-decoder for triangular color-code memory circuits. It operates as a pre-processing stage in front of any global color-code decoder (we use Chromobius, which is open source). The network ingests raw detector syndromes across space and time (space-time syndrome volume) over the color-code lattice, and outputs predicted physical space-time corrections that sparsify the input syndrome into a residual syndrome before the final decoder runs. By reducing active syndromes, the pre-decoder lowers the logical error rate and speeds up downstream decoding. Trained on circuit-level depolarizing noise using a superdense (nearest-neighbor) color-code circuit with Z feed-forward; training data generated on-the-fly with cuStabilizer (Stim is used only to parse circuits into our internal representation, not to generate data). | |
| Name the adversely impacted groups this has been tested to deliver comparable outcomes regardless of: | Not Applicable | |
| Technical Limitations & Mitigation: | Color code only — not expected to generalize to other code families (e.g., surface code) without retraining. <br> Distance and rounds may exceed the receptive field (RF = 13) since the network is fully convolutional; training at distance == RF (13) gave the best performance. <br> Performance may degrade on hardware noise profiles differing substantially from the circuit-level depolarizing training distribution (e.g., biased noise, coherent errors). <br> Best used as a pre-decoder — it can run as a standalone decoder but performs poorly alone; pairing it with a global decoder (e.g., Chromobius) delivers the reported logical error rate (LER) reductions. <br> fp16 precision — the released checkpoint is half precision (trained in fp32); further INT8/FP8 quantization is available via the NVIDIA ModelOpt export pipeline as an inference-time optimization. | |
| Verified to have met prescribed NVIDIA quality standards: | Yes | |
| Performance Metrics: | At least 2x LER reduction vs. Chromobius alone, with the largest gains at larger distances and lower physical error rates: ~4.1x at d=13 (p=0.001, X), ~13.9x at d=17 (p=0.002, X), ~36x at d=21 (p=0.002, X), and ~356x at d=31 (p=0.002, X). Measured on triangular color-code memory circuits under circuit-level depolarizing noise at p ~ 0.0006-0.006, n_rounds = d, both X and Z bases. | |
| Potential Known Risks: | Silent degradation on out-of-distribution noise with no runtime warning. <br> At the highest evaluated physical error rate (p = 0.006), the LER improvement narrows substantially; p = 0.006 is above the color-code threshold, which is not a practical QEC operating regime. <br> Weak as a standalone decoder — without a downstream global decoder (e.g., Chromobius) its logical accuracy is poor; it must be paired with a global decoder to realize the reported gains. <br> There is a risk that post-export INT8 or FP8 quantization adds numerical approximation that reduces logical error rate performance, with the full impact at low physical error rates not yet characterized (quantization is an inference-time step on top of the fp16 checkpoint). | |
| Licensing: | [OpenMDW-1.1 License](License.md) |
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