Is the adjoint operator just the complex conjugate?

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Homework Statement



Hello,

I need some things clarified before I can do my homework. They have to do with the adjoint operator. Say I have an operator P and its adjoint is P(dagger). I noticed that the complex conjugate of the adjoint gives back the operator. Does that mean the adjoint is just the complex conjugate?
 
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No, that's not true. If you represent the operator as a matrix, you'll find the adjoint is the conjugate of the transposed matrix. It's not simply the conjugate.