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Simplify: Rearrange the terms acting on qubit 0 using the identitiesZ 0X0 =iY 0 andZ 0(iY0) =X 0: Z0(X0 +iY 0) =X 0 +iY 0 Substituting this back yields: a† 1a0 = 1 4(X1 −iY 1)(X0 +

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Quantum circuit synthesis for fermionic excitations in coupled cluster theory using the Jordan-Wigner mapping

quant-ph · 2026-01-12

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Quantum circuit synthesis for fermionic excitations in coupled cluster theory using the Jordan-Wigner mapping quant-ph · 2026-01-12 · unreviewed · ref 5

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