Contents V.1, N.1, 2010

  • A PERTURBATIVE APPROACH TO THE SOLUTION FOR EXPECTATIONVALUE BASED QUANTUM OPTIMAL CONTROL OF MULTIHARMONICOSCILLATORS UNDER LINEAR CONTROL AGENTS
    ESMA MERAL, METIN DEMIRALP (pp. 53-67)

    • Abstract.

    Matrix ODE boundary value problem of optimally controlled quantum multihar-monic oscillators are considered in perturbation expansion perspective. Expansion is shown tobe convergent for all finite control times. A scalar recursion is contructed for practial applica-tions. The convergence can be accelerated by changing the perturbation term appropriately.

    Keywords:

    matrix ordinary differential equations, boundary value problems, perturbation ex-pansion.

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