In order to implement uCCSD on a quantum computer, you need to first transform the creation...
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In order to implement uCCSD on a quantum computer, you need to first transform the creation and annihilation operators to Pauli matrices. This could be done with the Jordan-Wigner transformation (JWT). For the following two operators, transform them to Pauli matrix representations. (1) tijab (ațajața; – ața,atas), in which i, j, a, b are adjacent to each other, e.g. i=1, a = 2, j = 3,b=4 (2) tijab (ațajațai – a¦aaªțas), in which i, j, a, b are not adjacent to each other, e.g. i 1, a = 2, j = 3, b=5 = In order to implement uCCSD on a quantum computer, you need to first transform the creation and annihilation operators to Pauli matrices. This could be done with the Jordan-Wigner transformation (JWT). For the following two operators, transform them to Pauli matrix representations. (1) tijab (ațajața; – ața,atas), in which i, j, a, b are adjacent to each other, e.g. i=1, a = 2, j = 3,b=4 (2) tijab (ațajațai – a¦aaªțas), in which i, j, a, b are not adjacent to each other, e.g. i 1, a = 2, j = 3, b=5 =
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