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Showing 1 to 5 of 5 for “"coprime factorization"”.

  1. Optimization methods for deadbeat control design: a state space approach

    … for internal stability based on the notion of coprime factorization over the set of proper and stable transfer matrices, namely RH, is discussed. This leads to the derivation of the class of all stabilizing linear controllers, which are parameterized affinely in terms of a stable but otherwise …

    city-london Repository record for Optimization methods for deadbeat control design: a state space approach (opens in a new tab)

  2. Multidimensional Linear Systems and Robust Control

    … By assuming that $P(\mathbf{z})$ admits a double coprime factorization, then a set of stabilizing controllers $K(\mathbf{z})$ can be parametrized by the Youla parameter $Q(\mathbf{z})$. By doing so, one can convert such a problem to the model matching problem with performance index …

    vt Repository record for Multidimensional Linear Systems and Robust Control (opens in a new tab)

  3. On Data-Driven Modeling, Robust Control, and Analysis for Complex Dynamical Systems

    … on uncertainties. The second approach utilizes coprime factorization and a data-driven lifting technique to approximate the nonlinear discrepancy model with an LTI state-space system in a higher-dimensional state space. Additionally, a purely data-driven modeling approach is proposed for …

    vt Repository record for On Data-Driven Modeling, Robust Control, and Analysis for Complex Dynamical Systems (opens in a new tab)

  4. On the Factor Refinement Principle and its Implementation on Multicore Architectures

    The factor refinement principle turns a partial factorization of integers (or polynomi­ als) into a more complete factorization represented by basis elements and exponents, with basis elements that are pairwise coprime. There are lots of applications of this refinement technique such as simplifying …

    uwo Repository record for On the Factor Refinement Principle and its Implementation on Multicore Architectures (opens in a new tab)

  5. X-ray microscope performance enhancement through control architecture change

    The goal of this thesis is to apply control algorithms to improve the performance of nanopositioning devices used on the beamline in Advanced Photon Source (APS) at Argonne National Laboratory (ANL). A prototype device, better known as the Early User Instrument (EUI) was the subject of this work. …

    uiuc Repository record for X-ray microscope performance enhancement through control architecture change (opens in a new tab)