Ara
Toplam kayıt 6, listelenen: 1-6
Rational interpolation of analytic functions from real or imaginary parts of frequency-response data: A subspace-based approach
(2009)
In this letter, construction of analytic functions from evaluations of real or imaginary parts on finite subsets of the unit circle is studied. The points in the subsets are not necessarily uniformly spaced as in the most ...
Subspace-Based Rational Interpolation From Phase Data
(IEEE, 2009)
In this paper, a subspace-based identification algorithm to identify stable linear-time-invariant systems from corrupted phase samples of the frequency response function on nonuniformly spaced grid of frequencies are ...
Rational interpolation from phase data by subspace methods
(IEEE, 2010)
In this paper, two simple subspace-based identification algorithms to identify stable linear-time-invariant systems from corrupted phase samples of frequency response function are developed. The first algorithm uses data ...
A subspace-based method for solving Lagrange-Sylvester interpolation problems
(Siam Publications, 2007)
In this paper, we study the Lagrange-Sylvester interpolation of rational matrix functions which are analytic at infinity, and propose a new interpolation algorithm based on the recent subspace-based identification methods. ...
Subspace-based rational interpolation from phase data
(2009)
In this paper, a subspace-based identification algorithm to identify stable linear-time-invariant systems from corrupted phase samples of the frequency response function on nonuniformly spaced grid of frequencies are ...
Subspace-Based Rational Interpolation of Analytic Functions From Phase Data
(IEEE-Inst Electrical Electronics Engineers Inc, 2010)
In this paper, two simple subspace-based identification algorithms to identify stable linear-time-invariant systems from corrupted phase samples of frequency response function are developed. The first algorithm uses data ...