Quantum Optimal Control Theoretical Observable Transitions Between State and Costate in Probabilistic Evolution Perspective

摘要

The basic goal of this work is just derivation of the probabilistic evolution equations for the observable transitions between the quantum control states and costates. The wave function and costate function do not enter the resulting equations. However the dynamical equations for wave and costate bras and kets are used in the construction. We obtain an infinite inhomogeneous equations where the system vector's Kronecker power expectation values are assumed to be known.