Four-quantum-bit W-state and GHZ-state mixed-state three-body separable method in noise environment
A qubit and mixed-state technology, applied in quantum computers, complex mathematical operations, instruments, etc., can solve problems such as complex construction process and difficult entanglement criterion
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[0130] 1. Three-body separability of four quantum W states in a noisy environment
[0131] S1) Calculation of Optimal Entanglement Witness
[0132] For the four-qubit W state, its form is as follows:
[0133]
[0134] After calculation, Λ is in θ A = θ B , φ A -φ B =0 or pi, the maximum value is 2.021, and the distribution of Λ is as follows image 3 , Figure 4 shown.
[0135] from image 3 with Figure 4 It can be seen that the maximum value of Λ for the four-quantum W state is 2.2021. From the perspective of θ, as long as θ is satisfied A = θ B The condition Λ can take the maximum value. Combining θ and φ angles, Λ can take the maximum value in the following four cases:
[0136] (1) θ A = θ B = 0, φ A -φ B Any value;
[0137] (2) θ A = θ B =pi,φ A -φ B Any value;
[0138] (3)φ A -φ B = 0, θ A = θ B Any value;
[0139] (4)φ A -φ B = pi, θ A = θ : Any value.
[0140] S2) Computation of matching entangled witnesses
[0141] After p is calcul...
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