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    • https://phys.libretexts.org/Bookshelves/Quantum_Mechanics/Advanced_Quantum_Mechanics_(Kok)/06%3A_Evolution_of_Open_Quantum_Systems/6.02%3A_Positive_and_Completely_Positive_Maps
      There is a very important theorem in mathematics, called Kraus’ Representation Theorem, which states that maps of the form in Eq. (6.10) with the restriction that \(\sum_{k} A_{k}^{\dagger} A_{k}=\mat...There is a very important theorem in mathematics, called Kraus’ Representation Theorem, which states that maps of the form in Eq. (6.10) with the restriction that \(\sum_{k} A_{k}^{\dagger} A_{k}=\mathbb{I}\) is a completely positive map, and moreover, that any completely positive map can be expressed in this form.

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