Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  deflne and investigate the notion of entropy for quantum error correcting codes. The entropy of a code for a given quantum channel has a number of equivalent realisations, such as through the coe-cients associated with the Knill-La∞amme conditions and the entropy exchange computed with respect to any initial state supported on the code. In general the entropy of a code can be vied as a measure of how close it is to the minimal entropy case, which is given by unitarily correctable codes (including decoherence-free subspaces), or the maximal entropy case, which from dynamical Choi matrix considerations corresponds to non-degenerate codes.  consider several examples, including a detailed analysis of the case of binary unitary channels, and  discuss an extension of the entropy to operator quantum error correcting subsystem codes.
['David W. Kribs', 'Aron Pasieka', 'Karol Zyczkowski']
I am writing a research paper on a idea Entropy of a Quantum Error Correction Code
[{"from": "human", "value": "I am writing a research paper on a idea Entropy of a Quantum Error Correction Code"}, {"from": "gpt", "value": "Thats a unique idea.You should consider the following idea to enhance your idea so that it would impact uniquely:  deflne and investigate the notion of entropy for quantum error correcting codes. The entropy of a code for a given quantum channel has a number of equivalent realisations, such as through the coe-cients associated with the Knill-La\u221eamme conditions and the entropy exchange computed with respect to any initial state supported on the code. In general the entropy of a code can be vied as a measure of how close it is to the minimal entropy case, which is given by unitarily correctable codes (including decoherence-free subspaces), or the maximal entropy case, which from dynamical Choi matrix considerations corresponds to non-degenerate codes.  consider several examples, including a detailed analysis of the case of binary unitary channels, and  discuss an extension of the entropy to operator quantum error correcting subsystem codes."}]