Extends ZX-calculus to dynamical stabilizer codes via gauge fixing to construct measurement-based logical automorphisms, shown with a distance-preserving phase gate on the seven-qubit code.
Transversal switching between generic stabilizer codes
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abstract
We propose a randomized variant of the stabilizer rewiring algorithm (SRA), a method for constructing a transversal circuit mapping between any pair of stabilizer codes. As gates along this circuit are applied, the initial code is deformed through a series of intermediate codes before reaching the final code. With this randomized variant, we show that there always exists a path of deformations which preserves the code distance throughout the circuit, while using at most linear overhead in the distance. Furthermore, we show that a random path will almost always suffice, and discuss prospects for implementing general fault-tolerant code switching circuits.
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quant-ph 1years
2026 1verdicts
UNVERDICTED 1representative citing papers
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Chutes and Ladders: Dynamical Automorphisms via the ZX-Calculus
Extends ZX-calculus to dynamical stabilizer codes via gauge fixing to construct measurement-based logical automorphisms, shown with a distance-preserving phase gate on the seven-qubit code.