Now showing items 207-210 of 210

    • Weighted Optimization Theory for Nonlinear Systems 

      Foias, Ciprian; Tannenbaum, Allen R. (Georgia Institute of TechnologySociety for Industrial and Applied Mathematics, 1989-07)
      In this paper, the solution of a nonlinear version of the weighted sensitivity H∞-optimization problem is discussed. It is shown that the natural object to be considered in this context is a certain "sensitivity operator," ...
    • Weighted Sensitivity Minimization for Delay Systems 

      Foias, Ciprian; Tannenbaum, Allen R.; Zames, George (Georgia Institute of TechnologyInstitute of Electrical and Electronics Engineers, 1986-08)
      In this note we discuss the H ∞ sensitivity minimization problem for linear time-invariant delay systems. While the unweighted case reduces to simple Nevanlinna-Pick interpolation, the weighted case turns out to be much ...
    • Weighted sensitivity minimization for delay systems 

      Foias, Ciprian; Tannenbaum, Allen R.; Zames, George (Georgia Institute of TechnologyInstitute of Electrical and Electronics Engineers, 1985-12)
      In this note we discuss the H∞-sensitivity minimization problem for linear time-invariant delay systems. While the unweighted case reduces to simple Nevanlinna-Pick interpolation, the weighted case turns out to be much ...
    • Weighted sensitivity minimization of linear periodic time-varying systems 

      Feintuch, Avraham; Khargonekar, Pramod P.; Tannenbaum, Allen R. (Georgia Institute of TechnologyInstitute of Electrical and Electronics Engineers, 1985-12)
      The problem of weighted sensitivity minimization of linear periodic time-varying plants is considered. The controllers are also required to be linear periodic with the same period as that of the plant. A formula for the ...