Prove that the iSWAP gate is an entangling gate, by following the steps below. 10) H 10) H Using the
Prove that the iSWAP gate is an entangling gate, by following the steps below. 10) H 10) H Using the above quantum circuit, (2-i) Starting from (Vo) = 100) state, find the state V.) = ( HH)|) after applying the Hadamard gate to each qubit. (2-ii) Find the state after applying the iSWAP gate, 2) = iSWAP V2). (2-iii) Find the density matrix representation (p) of V2) in the computational basis. (2-iv) Find the reduced density matrix pa = trs [pl. (2-v) Show that pA is a mixed state. Since the reduced density matrix of a product state is a pure state, this proves that p is an entangled state. So iSWAP gate created an entangled state from a product state. May 04 2022 09:35 AM
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