Unitary Coupled Cluster ansatz structure emerges naturally from fermionic algebra under unitary constraints via Jordan-Wigner mapping to quantum circuits.
Recall: ZX=iY, ZY=−iX: Beta part = 1 4(X3X2 +Y 3Y2) +i(X 3Y2 −Y 3X2)) 4 Alpha Part (a † 1a0):From the single excitation derivation: Alpha part = 1 4(X1 −iY 1)(X0 +iY 0)
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Quantum circuit synthesis for fermionic excitations in coupled cluster theory using the Jordan-Wigner mapping
Unitary Coupled Cluster ansatz structure emerges naturally from fermionic algebra under unitary constraints via Jordan-Wigner mapping to quantum circuits.