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Kronecker-Pauli Operators
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In quantum mechanics, there are some classical bases which are generalized to higher dimensional matrices. So, it is useful to express their corresponding operators using the Dirac Bra and Ket. In this paper, to express the corresponding operators we review the Kronecker-Pauli matrices and how to construct them for an N-dimensional system, with N a prime integer, N>2. Then, we give the expression of the Kronecker-Pauli operators and show that their matrices with respect to the standard basis fulfill the conditions to form a Kronecker-Pauli matrices.
Title: Kronecker-Pauli Operators
Description:
In quantum mechanics, there are some classical bases which are generalized to higher dimensional matrices.
So, it is useful to express their corresponding operators using the Dirac Bra and Ket.
In this paper, to express the corresponding operators we review the Kronecker-Pauli matrices and how to construct them for an N-dimensional system, with N a prime integer, N>2.
Then, we give the expression of the Kronecker-Pauli operators and show that their matrices with respect to the standard basis fulfill the conditions to form a Kronecker-Pauli matrices.
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