We investigate the information exclusion principle for multiple measurements with the assistance of the multiple quantum memory that is well bounded by the upper and lower bounds. The lower bound… Click to show full abstract
We investigate the information exclusion principle for multiple measurements with the assistance of the multiple quantum memory that is well bounded by the upper and lower bounds. The lower bound depends on the observables’ complementarity and the complementarity of uncertainty whilst the upper bound includes the complementarity of the observables, quantum discord, and quantum condition entropy. And in quantum measurement processing, there exists a relationship between the complementarity of uncertainty and the complementarity of information. In addition, based on the information exclusion principle the complementarity of uncertainty and the shareability of quantum discord can exist as an essential factor to enhance the bounds of each other in the presence of quantum memory.
               
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