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  1. Evolution of the Internet Topology and Traffic Dynamics of Data Packets

    In recent years, the Internet has become one of the most influential media in our daily life, going beyond in its role as the basic infrastructure in...
    Kwang-Il Goh, Byungnam Kahng, Doochul Kim in Complex Dynamics in Communication Networks
    Chapter
  2. A Homotopy Continuation Solution of the Covariance Extension Equation

    Algebraic geometry plays an important role in the theory of linear systems for (at least) three reasons. First, the Laplace transform turns...
    Christopher I. Byrnes, Giovanna Fanizza, Anders Lindquist in New Directions and Applications in Control Theory
    Chapter
  3. On Existence and Nonexistence of Limit Cycles for FitzHugh-Nagumo Class Models

    In this paper we discuss the existence and non-existence of limit cycles of FitzHugh-Nagumo class models. The purpose is to clarify some unclear...
    Mattias Ringkvist, Yishao Zhou in New Directions and Applications in Control Theory
    Chapter
  4. From Empirical Data to Multi-Modal Control Procedures

    In this paper we study the problem of generating control programs, i.e. strings of symbolic descriptions of control-interrupt pairs (or modes) from...
    Florent Delmotte, Magnus Egerstedt in New Directions and Applications in Control Theory
    Chapter
  5. 5. Nonlinear Systems with Autonomous Linear Parts

    Denote $\displaystyle \Omega(r) = \{h \in C^n : \vert\vert h \vert\vert \leq...
    Chapter
  6. 11. Input-to-State Stability

    Let us consider a system described by the following equation in a Euclidean space C n :...
    Chapter
  7. 9. Lur’e Type Systems

    In the present chapter we investigate the asymptotic stability of the system...
    Chapter
  8. Coupled Map Lattices: at the Age of Maturity

    Coupled Map Lattices (CML) were simultaneously and independently introduced by K. Kaneko, R. Kapral and S. Kuznetsov in 1983–84 [1, 2, 3, 4, 5, 6]....
    Chapter
  9. Deterministic Control Theory

    In this chapter we focus our attention on the open loop control of deterministic problems. We will see that the language of deterministic control...
    Chapter
  10. Optimization Problems

    Several problems, for example Pontryagin’s maximum principle or the minimax problems of game theoretical approaches, require the determination of an...
    Chapter
  11. Synchronization in Complex Networks

    The study of complex systems pervades all of science, from cell biology to ecology, from computer science to meteorology. A paradigm of a complex...
    Ljupco Kocarev, Gábor Vattay in Complex Dynamics in Communication Networks
    Chapter
  12. Data Traffic, Topology and Congestion

    We consider the interaction between the topology of a network and the tra.c carried along its channels. The binding elements between the topology and...
    David K. Arrowsmith, R.J. Mondrag, M. Woolf in Complex Dynamics in Communication Networks
    Chapter
  13. An Efficient QR Algorithm for a Hessenberg Submatrix of a Unitary Matrix

    We describe an efficient procedure for implementing the Hessenberg QR algorithm on a class of matrices that we refer to as subunitary matrices. This...
    Gregory S. Ammar, William B. Gragg, Chunyang He in New Directions and Applications in Control Theory
    Chapter
  14. Arithmetic Properties of Observable Time Dependent Systems

    Here we consider questions of discrete observability for linear systems of ordinary differential equations, extending work by Martin and Smith in...
    Chapter
  15. Endomorphisms of Hopf Algebras and a Little Bit of Control

    Firstly this paper summarizes some of the the relations between control theory and coalgebra and Hopf algebra theory, particularly the fact that the...
    Chapter
  16. Introduction

    The topic of this book is the stability analysis of continuous finite dimensional systems. The book consists of 13 chapters and two appendices.
    Chapter
  17. 10. Aizerman’s Problem for Nonautonomous Systems

    Let b k (t) (t≥ 0; k=1, ... , n) be real non-negative scalar-valued functions having continuous derivatives up to...
    Chapter
  18. Desynchronization and Chaos in the Kuramoto Model

    Abstract. The Kuramoto model of N globally coupled phase oscillators is an essentially non-linear dynamical system with a rich dynamical behavior and...
    Chapter
  19. Spatially Extended Monotone Map**s

    This chapter deals with the study of travelling waves in discrete time spatially extended systems with monotone dynamics. Such systems appear for...
    Chapter
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