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Quantum Zermelo problem for general energy resource bounds

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A solution to the quantum Zermelo problem for control Hamiltonians with general energy resource bounds is provided. Interestingly, the energy resource of the control Hamiltonian and the control time define a pair of conjugate variables that minimize the energy-time uncertainty relation. The resulting control protocol is applied to a single qubit as well as to a two-interacting qubit system represented by a Heisenberg spin dimer. For these low-dimensional systems, it is found that physically realizable control Hamiltonians exist only for certain quantized energy resources

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Physical Review Research, 2020, vol. 2, num. 3

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cc-by (c) Bofill i Villà, Josep M. et al., 2020

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Articles publicats en revistes (Química Inorgànica i Orgànica)

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Quantum Zermelo problem for general energy resource bounds