Logarithmically defined additive information and disturbance measures change the curvature of the allowed tradeoff region, which alters the form of optimal minimal-disturbance measurements for some pairs.
Terashima, Derivative of the disturbance with respect to inf ormation from quantum measurements, Quantum Inf
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Optimal quantum measurements for additive information and disturbance measures
Logarithmically defined additive information and disturbance measures change the curvature of the allowed tradeoff region, which alters the form of optimal minimal-disturbance measurements for some pairs.