Mid-circuit stabilizer verification in six-qubit GSE-encoded Clifford Trotter steps reduces logical error rates by up to 54% on Barium ion hardware, with the gain vanishing if checks are deferred to circuit end.
Complexity of graph- state preparation by clifford circuits
2 Pith papers cite this work. Polarity classification is still indexing.
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Graphs admitting Welzl orders with sublinear-interval neighborhoods have small biclique decompositions, yielding log-factor extensions to bounds on Zarankiewicz, matrix multiplication, quantum circuits, and structured shortest paths.
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Mid-Circuit Measurements for Clifford Noise Reduction in Hamiltonian Simulations
Mid-circuit stabilizer verification in six-qubit GSE-encoded Clifford Trotter steps reduces logical error rates by up to 54% on Barium ion hardware, with the gain vanishing if checks are deferred to circuit end.
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Biclique decompositions from Welzl orders
Graphs admitting Welzl orders with sublinear-interval neighborhoods have small biclique decompositions, yielding log-factor extensions to bounds on Zarankiewicz, matrix multiplication, quantum circuits, and structured shortest paths.