Which are the hermitian matrix with example?
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Hermitian is a square matrix, whose entries are complex numbers, that is equal to its own conjugate transpose.
The Hermitian conjugate of a matrix is the transpose of its complex conjugate. ...
Example 5: A Hermitian matrix. Now AT = => A is Hermitian (the ij-element is conjugate to the ji-element). Since A is Hermitian, we have AH = A = T. The diagonal elements of a Hermitian matrix are real.
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The Hermitian conjugate of a matrix is the transpose of its complex conjugate. ...
Example 5: A Hermitian matrix. Now AT = => A is Hermitian (the ij-element is conjugate to the ji-element). Since A is Hermitian, we have AH = A = T. The diagonal elements of a Hermitian matrix are real.
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MARK AS BRAIN LIEST MY ANS PLS DEAR
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