I. Gumowski and C. Mira, Recurrences and Discrete Dynamic Systems, LNM-809. SpringerVerlag, 1980. Home/Search Document Not in Database Summary Related Articles Check |
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Modified LMS Algorithms for Robust ADPCM - Pesquet, Tziritas, Macchi (Correct)
....be obtained when (0, 0) is stable. Domain of atlaction When p and t are chosen according to Figure 6.1, we can assert that there exists a domain of atlraction belonging to the phase plane such that if (Xn0, Kn0) 19, X, K, 7K. 0. The border of 19 may be determined using numerical methods [7]. The plot given in Figure 6.2 shows the form of this domain for a particular choice of H. H I and 8. From a practical point of view, Xn0and Kn o are related to the transmission errors arising before no. When there is a single error at no, this dependence is simply Z, o= and Kn 0 = pXAi, 0. ....
I. Gumowski, C. Mira, "Recurrences and Discrete Dynamic Systems", Springer-Verlag, 1980.
Hyperbolic Sets for Noninvertible Maps and Relations - Sander (1996) (Correct)
....time step when applying an iterated difference method to approximate an ordinary differential equation. Chapter 2 describes these applications in more detail. In addition to maps arising in the modelling of natural systems, many abstract examples of noninvertible maps of the plane can be found in [9, 10], and other related works. In comparison to the wealth of specific examples, there are relatively few attempts to classify the general theory of iterated noninvertible maps. Of particular note are the works of Hale and Lin [11] and Marotto [15] on homoclinic orbits, the work of McGehee in the ....
I. Gumowski and C. Mira, Recurrences and discrete dynamic systems, Springer-Verlag, 1980.
On the Stability of End-point-based Multimedia Streaming - Dan, Fodor, Karlsson (2006) (Correct)
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I. Gumowski and C. Mira, Recurrences and Discrete Dynamic Systems, LNM-809. SpringerVerlag, 1980.
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