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By using the joint eigenstates of eigenstates {|s, m¿}} of Ŝ² and Ŝ, as basis, Find the matrix representation and Dirac form of Ŝx, Ŝy, Ŝz, Ŝ+, §ž and (a) 3 S, for a particle of spin s = 2°

By using the joint eigenstates of eigenstates {|s, m¿}} of Ŝ² and Ŝ, as basis, Find the matrix representation and Dirac form of Ŝx, Ŝy, Ŝz, Ŝ+, §ž and (a) 3 S, for a particle of spin s = 2°

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By using the joint eigenstates of eigenstates {|s, m¿}} of Ŝ² and Ŝ, as basis, Find the matrix representation and Dirac form of Ŝx, Ŝy, Ŝz, Ŝ+, §ž and (a) 3 S, for a particle of spin s = 2°
Transcribed Image Text:By using the joint eigenstates of eigenstates {|s, m¿}} of Ŝ² and Ŝ, as basis, Find the matrix representation and Dirac form of Ŝx, Ŝy, Ŝz, Ŝ+, §ž and (a) 3 S, for a particle of spin s = 2°
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