Nouédyn Baspin

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20192026

most citedQuantifying nonlocality: how outperforming local quantum codes is expensive

41 citations · 108 across the 17 of their papers we have counts for

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cs.IT2023★ 1 cited

On combinatorial structures in linear codes

Nouédyn Baspin

In this work we show that given a connectivity graph $G$ of a $[[n, k, d]]$ quantum code, there exists ${K_{i}}_{i}, K_{i} \subset G$ , such that $\sum_{i} ∣ K_{i} ∣ \in Ω (k), ∣ K_{i} ∣ \in Ω (d)$ ,…