#stabilizer codes

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7 papers match

quant-ph2026

Restrictions on non-Clifford fault tolerance and ruling out beyond-SQL quantum metrology

Constantin Cedillo Vayson de Pradenne, Ishaan Kannan, Harald Putterman +1

The paper proves limits on transversal non‑Clifford gates in stabilizer codes, showing these constraints prevent fault‑tolerant transversal sensing that would surpass the standard…

#fault-tolerant quantum computation#quantum metrology#stabilizer codes#transversal gates
quant-ph2026

Minimal Counterexamples of the MacWilliams Extension Theorem for Stabilizer Codes

Ali Assem Mahmoud

The paper constructs the smallest stabilizer code examples where a weight‑preserving isomorphism cannot be realized by local Clifford operations and qudit permutations, providing m…

#stabilizer codes#macwilliams extension theorem#quantum error correction#local clifford equivalence
cs.IT2026

Quantum XYZ Stabilizer Codes

Alessio Baldelli, Davide Orsucci, Francisco Lázaro +1

The paper introduces quantum XYZ stabilizer codes that use three orthogonal parity‑check matrices for X, Y, and Z stabilizers, providing conditions for genuinely non‑CSS codes and…

#quantum error correction#stabilizer codes#non-css codes#qldpc
quant-ph2026

Binary Gauss Stabilizers for Abelian Lattice Gauge Theories

Matteo Turco, Luca Spagnoli, Alessandro Roggero

The paper introduces binary Gauss stabilizers for discrete Abelian lattice gauge theories with Z_N groups (N a power of two), providing an alternative to Gauss operators that can b…

#lattice gauge theory#quantum error correction#stabilizer codes#abelian gauge groups
quant-ph2026

Floquetifying stabiliser codes with distance-preserving rewrites

Benjamin Rodatz, Boldizsár Poór, Aleks Kissinger

The paper presents a Floquetification technique that transforms any stabiliser code into a Floquet code using only single- and two-qubit operations while preserving the code's dist…

#stabilizer codes#floquet codes#zx calculus#error correction
quant-ph2026

Coherent error induced phase transition

Hanchen Liu, Xiao Chen

The paper examines how coherent unitary errors impact logical information in stabilizer quantum error‑correcting codes and discovers a phase transition at a critical error rate whe…

#quantum error correction#coherent errors#phase transition#stabilizer codes