Mathematical Control Theory
Editor: A. A. Agrachev (Steklov Mathematical Institute, Moscow and SISSA, Trieste)

Introduction:        [ Sources: PS , PDF ]

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Contents -Part 1

• Classical Control Theory        [ Sources: PS , PDF ]
  Jerzy Zabczyk

  Linear Quadratic Control Theory for Infinite Dimensional Systems        [ Sources: PS , PDF ]

  Giuseppe Da Prato

  Introduction to Geometric Nonlinear Control; Controllability and Lie Bracket        [ Sources: PS , PDF ]

  Bronislaw Jakubczyk

  Introduction to Geometric Nonlinear Control; Linearization, Observability, Decoupling        [ Sources: PS , PDF ]

  Witold Respondek

  The Combinatorics of Nonlinear Controllability and Noncommuting Flows        [ Sources: PS , PDF ]

  Matthias Kawski

  Stability Analysis Based on Direct Liapunov Method        [ Sources: PS , PDF ]

  A. Bacciotti

  A Course on Observability        [ Sources: Electronic file not available due to copyright reasons -only on print ]

  J.P. Gauthier

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Contents -Part 2

• Introduction to Optimal Control Theory        [ Sources: PS , PDF ]
  Andrei A. Agrachev

  Value Function in Optimal Control        [ Sources: PS , PDF ]

  He'l`ene Frankowska

  Return Method: Some Applications to Flow Control        [ Sources: PS , PDF ]

  Jean-Michel Coron

  Flat Systems        [ Sources: PS , PDF ]

  Ph. Martin, R.M. Murray and P. Rouchon

  Mass Balance Modelling of Bioprocesses        [ Sources: PS , PDF ]

  Olivier Bernard

  State Estimation for Bioprocesses        [ Sources: PS , PDF ]

  Olivier Bernard and Jean-Luc Gouze'